prompt stringlengths 50 973 | response stringlengths 14 4.76k | source stringclasses 7
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Question: A paperback edition of a mystery novel has 369 pages. If the printer packs 4 copies per box and the warehouse ships 17 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 369
Copies per box = 4 -> pages per box = 369 * 4 = 1476
Boxes = 17 -> total pages = 1476 * 17 = 25092
#### 25092 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 180 pages. If the printer packs 6 copies per box and the warehouse ships 7 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 180
Copies per box = 6 -> pages per box = 180 * 6 = 1080
Boxes = 7 -> total pages = 1080 * 7 = 7560
#### 7560 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 416 pages. If the printer packs 12 copies per box and the warehouse ships 18 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 416
Copies per box = 12 -> pages per box = 416 * 12 = 4992
Boxes = 18 -> total pages = 4992 * 18 = 89856
#### 89856 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 404 pages. If the printer packs 11 copies per box and the warehouse ships 16 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 404
Copies per box = 11 -> pages per box = 404 * 11 = 4444
Boxes = 16 -> total pages = 4444 * 16 = 71104
#### 71104 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 365 pages. If the printer packs 4 copies per box and the warehouse ships 28 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 365
Copies per box = 4 -> pages per box = 365 * 4 = 1460
Boxes = 28 -> total pages = 1460 * 28 = 40880
#### 40880 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 397 pages. If the printer packs 9 copies per box and the warehouse ships 22 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 397
Copies per box = 9 -> pages per box = 397 * 9 = 3573
Boxes = 22 -> total pages = 3573 * 22 = 78606
#### 78606 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 327 pages. If the printer packs 3 copies per box and the warehouse ships 12 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 327
Copies per box = 3 -> pages per box = 327 * 3 = 981
Boxes = 12 -> total pages = 981 * 12 = 11772
#### 11772 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 166 pages. If the printer packs 12 copies per box and the warehouse ships 10 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 166
Copies per box = 12 -> pages per box = 166 * 12 = 1992
Boxes = 10 -> total pages = 1992 * 10 = 19920
#### 19920 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 416 pages. If the printer packs 10 copies per box and the warehouse ships 15 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 416
Copies per box = 10 -> pages per box = 416 * 10 = 4160
Boxes = 15 -> total pages = 4160 * 15 = 62400
#### 62400 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 242 pages. If the printer packs 3 copies per box and the warehouse ships 20 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 242
Copies per box = 3 -> pages per box = 242 * 3 = 726
Boxes = 20 -> total pages = 726 * 20 = 14520
#### 14520 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 493 pages. If the printer packs 12 copies per box and the warehouse ships 12 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 493
Copies per box = 12 -> pages per box = 493 * 12 = 5916
Boxes = 12 -> total pages = 5916 * 12 = 70992
#### 70992 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 337 pages. If the printer packs 7 copies per box and the warehouse ships 5 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 337
Copies per box = 7 -> pages per box = 337 * 7 = 2359
Boxes = 5 -> total pages = 2359 * 5 = 11795
#### 11795 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 323 pages. If the printer packs 5 copies per box and the warehouse ships 9 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 323
Copies per box = 5 -> pages per box = 323 * 5 = 1615
Boxes = 9 -> total pages = 1615 * 9 = 14535
#### 14535 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 401 pages. If the printer packs 7 copies per box and the warehouse ships 27 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 401
Copies per box = 7 -> pages per box = 401 * 7 = 2807
Boxes = 27 -> total pages = 2807 * 27 = 75789
#### 75789 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 413 pages. If the printer packs 3 copies per box and the warehouse ships 12 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 413
Copies per box = 3 -> pages per box = 413 * 3 = 1239
Boxes = 12 -> total pages = 1239 * 12 = 14868
#### 14868 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 203 pages. If the printer packs 7 copies per box and the warehouse ships 20 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 203
Copies per box = 7 -> pages per box = 203 * 7 = 1421
Boxes = 20 -> total pages = 1421 * 20 = 28420
#### 28420 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 336 pages. If the printer packs 9 copies per box and the warehouse ships 22 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 336
Copies per box = 9 -> pages per box = 336 * 9 = 3024
Boxes = 22 -> total pages = 3024 * 22 = 66528
#### 66528 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 396 pages. If the printer packs 9 copies per box and the warehouse ships 11 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 396
Copies per box = 9 -> pages per box = 396 * 9 = 3564
Boxes = 11 -> total pages = 3564 * 11 = 39204
#### 39204 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 351 pages. If the printer packs 9 copies per box and the warehouse ships 27 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 351
Copies per box = 9 -> pages per box = 351 * 9 = 3159
Boxes = 27 -> total pages = 3159 * 27 = 85293
#### 85293 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 167 pages. If the printer packs 8 copies per box and the warehouse ships 11 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 167
Copies per box = 8 -> pages per box = 167 * 8 = 1336
Boxes = 11 -> total pages = 1336 * 11 = 14696
#### 14696 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 207 pages. If the printer packs 3 copies per box and the warehouse ships 19 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 207
Copies per box = 3 -> pages per box = 207 * 3 = 621
Boxes = 19 -> total pages = 621 * 19 = 11799
#### 11799 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 421 pages. If the printer packs 11 copies per box and the warehouse ships 10 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 421
Copies per box = 11 -> pages per box = 421 * 11 = 4631
Boxes = 10 -> total pages = 4631 * 10 = 46310
#### 46310 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 217 pages. If the printer packs 9 copies per box and the warehouse ships 24 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 217
Copies per box = 9 -> pages per box = 217 * 9 = 1953
Boxes = 24 -> total pages = 1953 * 24 = 46872
#### 46872 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 400 pages. If the printer packs 10 copies per box and the warehouse ships 20 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 400
Copies per box = 10 -> pages per box = 400 * 10 = 4000
Boxes = 20 -> total pages = 4000 * 20 = 80000
#### 80000 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 159 pages. If the printer packs 10 copies per box and the warehouse ships 17 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 159
Copies per box = 10 -> pages per box = 159 * 10 = 1590
Boxes = 17 -> total pages = 1590 * 17 = 27030
#### 27030 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 257 pages. If the printer packs 3 copies per box and the warehouse ships 6 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 257
Copies per box = 3 -> pages per box = 257 * 3 = 771
Boxes = 6 -> total pages = 771 * 6 = 4626
#### 4626 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 163 pages. If the printer packs 10 copies per box and the warehouse ships 13 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 163
Copies per box = 10 -> pages per box = 163 * 10 = 1630
Boxes = 13 -> total pages = 1630 * 13 = 21190
#### 21190 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 160 pages. If the printer packs 4 copies per box and the warehouse ships 7 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 160
Copies per box = 4 -> pages per box = 160 * 4 = 640
Boxes = 7 -> total pages = 640 * 7 = 4480
#### 4480 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 386 pages. If the printer packs 12 copies per box and the warehouse ships 17 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 386
Copies per box = 12 -> pages per box = 386 * 12 = 4632
Boxes = 17 -> total pages = 4632 * 17 = 78744
#### 78744 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 459 pages. If the printer packs 7 copies per box and the warehouse ships 27 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 459
Copies per box = 7 -> pages per box = 459 * 7 = 3213
Boxes = 27 -> total pages = 3213 * 27 = 86751
#### 86751 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 178 pages. If the printer packs 9 copies per box and the warehouse ships 29 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 178
Copies per box = 9 -> pages per box = 178 * 9 = 1602
Boxes = 29 -> total pages = 1602 * 29 = 46458
#### 46458 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 442 pages. If the printer packs 11 copies per box and the warehouse ships 6 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 442
Copies per box = 11 -> pages per box = 442 * 11 = 4862
Boxes = 6 -> total pages = 4862 * 6 = 29172
#### 29172 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 348 pages. If the printer packs 11 copies per box and the warehouse ships 18 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 348
Copies per box = 11 -> pages per box = 348 * 11 = 3828
Boxes = 18 -> total pages = 3828 * 18 = 68904
#### 68904 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 480 pages. If the printer packs 6 copies per box and the warehouse ships 28 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 480
Copies per box = 6 -> pages per box = 480 * 6 = 2880
Boxes = 28 -> total pages = 2880 * 28 = 80640
#### 80640 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 169 pages. If the printer packs 4 copies per box and the warehouse ships 7 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 169
Copies per box = 4 -> pages per box = 169 * 4 = 676
Boxes = 7 -> total pages = 676 * 7 = 4732
#### 4732 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 482 pages. If the printer packs 10 copies per box and the warehouse ships 9 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 482
Copies per box = 10 -> pages per box = 482 * 10 = 4820
Boxes = 9 -> total pages = 4820 * 9 = 43380
#### 43380 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 362 pages. If the printer packs 4 copies per box and the warehouse ships 28 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 362
Copies per box = 4 -> pages per box = 362 * 4 = 1448
Boxes = 28 -> total pages = 1448 * 28 = 40544
#### 40544 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 193 pages. If the printer packs 10 copies per box and the warehouse ships 26 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 193
Copies per box = 10 -> pages per box = 193 * 10 = 1930
Boxes = 26 -> total pages = 1930 * 26 = 50180
#### 50180 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 207 pages. If the printer packs 4 copies per box and the warehouse ships 13 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 207
Copies per box = 4 -> pages per box = 207 * 4 = 828
Boxes = 13 -> total pages = 828 * 13 = 10764
#### 10764 | tp_wordproblem | 9f4c8ac338 | general |
Question: A paperback edition of a mystery novel has 496 pages. If the printer packs 5 copies per box and the warehouse ships 11 boxes, how many pages are shipped in total?
Answer: | Pages per copy = 496
Copies per box = 5 -> pages per box = 496 * 5 = 2480
Boxes = 11 -> total pages = 2480 * 11 = 27280
#### 27280 | tp_wordproblem | 9f4c8ac338 | general |
Question: A sequence starts at 7 and is multiplied by 4 every period, continuing for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 7.
The value in period 2 is 7 * 4 = 28.
The value in period 3 is 28 * 4 = 112.
The total sum is 7 + 28 + 112.
The total sum is 147.
#### 147 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 1 and growing by a factor of 2 for 3 consecutive periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 2 = 2.
The value in period 3 is 2 * 2 = 4.
The total sum is 1 + 2 + 4.
The total sum is 7.
#### 7 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 4 each period for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 9.
The value in period 2 is 9 * 4 = 36.
The value in period 3 is 36 * 4 = 144.
The value in period 4 is 144 * 4 = 576.
The value in period 5 is 576 * 4 = 2304.
The value in period 6 is 2304 * 4 = 9216.
The total sum is 9 + 36 + 144 + 576 + 2304 + 9216.
The total sum is 12285.
#### 12285 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 4 each period for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 4 = 32.
The value in period 3 is 32 * 4 = 128.
The value in period 4 is 128 * 4 = 512.
The value in period 5 is 512 * 4 = 2048.
The total sum is 8 + 32 + 128 + 512 + 2048.
The total sum is 2728.
#### 2728 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 2 each period for 4 periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 7.
The value in period 2 is 7 * 2 = 14.
The value in period 3 is 14 * 2 = 28.
The value in period 4 is 28 * 2 = 56.
The total sum is 7 + 14 + 28 + 56.
The total sum is 105.
#### 105 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 8 and growing by a factor of 3 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 3 = 24.
The value in period 3 is 24 * 3 = 72.
The value in period 4 is 72 * 3 = 216.
The value in period 5 is 216 * 3 = 648.
The value in period 6 is 648 * 3 = 1944.
The total sum is 8 + 24 + 72 + 216 + 648 + 1944.
The total sum is 2912.
#### 2912 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 6 and is multiplied by 2 every period, continuing for 4 periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 6.
The value in period 2 is 6 * 2 = 12.
The value in period 3 is 12 * 2 = 24.
The value in period 4 is 24 * 2 = 48.
The total sum is 6 + 12 + 24 + 48.
The total sum is 90.
#### 90 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 1 and is multiplied by 4 every period, continuing for 4 periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 4 = 4.
The value in period 3 is 4 * 4 = 16.
The value in period 4 is 16 * 4 = 64.
The total sum is 1 + 4 + 16 + 64.
The total sum is 85.
#### 85 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 3 each period for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 9.
The value in period 2 is 9 * 3 = 27.
The value in period 3 is 27 * 3 = 81.
The value in period 4 is 81 * 3 = 243.
The value in period 5 is 243 * 3 = 729.
The total sum is 9 + 27 + 81 + 243 + 729.
The total sum is 1089.
#### 1089 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 2 each period for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 3.
The value in period 2 is 3 * 2 = 6.
The value in period 3 is 6 * 2 = 12.
The value in period 4 is 12 * 2 = 24.
The value in period 5 is 24 * 2 = 48.
The value in period 6 is 48 * 2 = 96.
The total sum is 3 + 6 + 12 + 24 + 48 + 96.
The total sum is 189.
#### 189 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 10 and is multiplied by 2 every period, continuing for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 10.
The value in period 2 is 10 * 2 = 20.
The value in period 3 is 20 * 2 = 40.
The total sum is 10 + 20 + 40.
The total sum is 70.
#### 70 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 6 and is multiplied by 3 every period, continuing for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 6.
The value in period 2 is 6 * 3 = 18.
The value in period 3 is 18 * 3 = 54.
The total sum is 6 + 18 + 54.
The total sum is 78.
#### 78 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 8 and growing by a factor of 3 for 4 consecutive periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 3 = 24.
The value in period 3 is 24 * 3 = 72.
The value in period 4 is 72 * 3 = 216.
The total sum is 8 + 24 + 72 + 216.
The total sum is 320.
#### 320 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 9 and is multiplied by 2 every period, continuing for 4 periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 9.
The value in period 2 is 9 * 2 = 18.
The value in period 3 is 18 * 2 = 36.
The value in period 4 is 36 * 2 = 72.
The total sum is 9 + 18 + 36 + 72.
The total sum is 135.
#### 135 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 2 and growing by a factor of 3 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 2.
The value in period 2 is 2 * 3 = 6.
The value in period 3 is 6 * 3 = 18.
The value in period 4 is 18 * 3 = 54.
The value in period 5 is 54 * 3 = 162.
The value in period 6 is 162 * 3 = 486.
The total sum is 2 + 6 + 18 + 54 + 162 + 486.
The total sum is 728.
#### 728 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 6 and growing by a factor of 4 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 6.
The value in period 2 is 6 * 4 = 24.
The value in period 3 is 24 * 4 = 96.
The value in period 4 is 96 * 4 = 384.
The value in period 5 is 384 * 4 = 1536.
The value in period 6 is 1536 * 4 = 6144.
The total sum is 6 + 24 + 96 + 384 + 1536 + 6144.
The total sum is 8190.
#### 8190 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 7 and growing by a factor of 4 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 7.
The value in period 2 is 7 * 4 = 28.
The value in period 3 is 28 * 4 = 112.
The value in period 4 is 112 * 4 = 448.
The value in period 5 is 448 * 4 = 1792.
The value in period 6 is 1792 * 4 = 7168.
The total sum is 7 + 28 + 112 + 448 + 1792 + 7168.
The total sum is 9555.
#### 9555 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 3 each period for 4 periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 3 = 3.
The value in period 3 is 3 * 3 = 9.
The value in period 4 is 9 * 3 = 27.
The total sum is 1 + 3 + 9 + 27.
The total sum is 40.
#### 40 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 2 and is multiplied by 2 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 2.
The value in period 2 is 2 * 2 = 4.
The value in period 3 is 4 * 2 = 8.
The value in period 4 is 8 * 2 = 16.
The value in period 5 is 16 * 2 = 32.
The value in period 6 is 32 * 2 = 64.
The total sum is 2 + 4 + 8 + 16 + 32 + 64.
The total sum is 126.
#### 126 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 9 and growing by a factor of 4 for 4 consecutive periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 9.
The value in period 2 is 9 * 4 = 36.
The value in period 3 is 36 * 4 = 144.
The value in period 4 is 144 * 4 = 576.
The total sum is 9 + 36 + 144 + 576.
The total sum is 765.
#### 765 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 8 and is multiplied by 4 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 4 = 32.
The value in period 3 is 32 * 4 = 128.
The value in period 4 is 128 * 4 = 512.
The value in period 5 is 512 * 4 = 2048.
The value in period 6 is 2048 * 4 = 8192.
The total sum is 8 + 32 + 128 + 512 + 2048 + 8192.
The total sum is 10920.
#### 10920 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 1 and is multiplied by 3 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 3 = 3.
The value in period 3 is 3 * 3 = 9.
The value in period 4 is 9 * 3 = 27.
The value in period 5 is 27 * 3 = 81.
The value in period 6 is 81 * 3 = 243.
The total sum is 1 + 3 + 9 + 27 + 81 + 243.
The total sum is 364.
#### 364 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 2 each period for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 4.
The value in period 2 is 4 * 2 = 8.
The value in period 3 is 8 * 2 = 16.
The total sum is 4 + 8 + 16.
The total sum is 28.
#### 28 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 1 and is multiplied by 3 every period, continuing for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 3 = 3.
The value in period 3 is 3 * 3 = 9.
The value in period 4 is 9 * 3 = 27.
The value in period 5 is 27 * 3 = 81.
The total sum is 1 + 3 + 9 + 27 + 81.
The total sum is 121.
#### 121 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 8 and growing by a factor of 4 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 4 = 32.
The value in period 3 is 32 * 4 = 128.
The value in period 4 is 128 * 4 = 512.
The value in period 5 is 512 * 4 = 2048.
The value in period 6 is 2048 * 4 = 8192.
The total sum is 8 + 32 + 128 + 512 + 2048 + 8192.
The total sum is 10920.
#### 10920 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 10 and growing by a factor of 3 for 4 consecutive periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 10.
The value in period 2 is 10 * 3 = 30.
The value in period 3 is 30 * 3 = 90.
The value in period 4 is 90 * 3 = 270.
The total sum is 10 + 30 + 90 + 270.
The total sum is 400.
#### 400 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 1 and growing by a factor of 3 for 4 consecutive periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 3 = 3.
The value in period 3 is 3 * 3 = 9.
The value in period 4 is 9 * 3 = 27.
The total sum is 1 + 3 + 9 + 27.
The total sum is 40.
#### 40 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 4 each period for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 10.
The value in period 2 is 10 * 4 = 40.
The value in period 3 is 40 * 4 = 160.
The total sum is 10 + 40 + 160.
The total sum is 210.
#### 210 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 4 and is multiplied by 4 every period, continuing for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 4.
The value in period 2 is 4 * 4 = 16.
The value in period 3 is 16 * 4 = 64.
The value in period 4 is 64 * 4 = 256.
The value in period 5 is 256 * 4 = 1024.
The total sum is 4 + 16 + 64 + 256 + 1024.
The total sum is 1364.
#### 1364 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 2 each period for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 2 = 16.
The value in period 3 is 16 * 2 = 32.
The value in period 4 is 32 * 2 = 64.
The value in period 5 is 64 * 2 = 128.
The total sum is 8 + 16 + 32 + 64 + 128.
The total sum is 248.
#### 248 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 7 and growing by a factor of 4 for 3 consecutive periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 7.
The value in period 2 is 7 * 4 = 28.
The value in period 3 is 28 * 4 = 112.
The total sum is 7 + 28 + 112.
The total sum is 147.
#### 147 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 5 and growing by a factor of 2 for 4 consecutive periods. What is the sum of all 4 values in the sequence?
Answer: | The value in period 1 is 5.
The value in period 2 is 5 * 2 = 10.
The value in period 3 is 10 * 2 = 20.
The value in period 4 is 20 * 2 = 40.
The total sum is 5 + 10 + 20 + 40.
The total sum is 75.
#### 75 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 8 and is multiplied by 2 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 8.
The value in period 2 is 8 * 2 = 16.
The value in period 3 is 16 * 2 = 32.
The value in period 4 is 32 * 2 = 64.
The value in period 5 is 64 * 2 = 128.
The value in period 6 is 128 * 2 = 256.
The total sum is 8 + 16 + 32 + 64 + 128 + 256.
The total sum is 504.
#### 504 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 10 and is multiplied by 3 every period, continuing for 5 periods. What is the sum of all 5 values in the sequence?
Answer: | The value in period 1 is 10.
The value in period 2 is 10 * 3 = 30.
The value in period 3 is 30 * 3 = 90.
The value in period 4 is 90 * 3 = 270.
The value in period 5 is 270 * 3 = 810.
The total sum is 10 + 30 + 90 + 270 + 810.
The total sum is 1210.
#### 1210 | tp_science_calc | ffee69a977 | general |
Question: An analyst observes a quantity beginning at 4 and growing by a factor of 3 for 6 consecutive periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 4.
The value in period 2 is 4 * 3 = 12.
The value in period 3 is 12 * 3 = 36.
The value in period 4 is 36 * 3 = 108.
The value in period 5 is 108 * 3 = 324.
The value in period 6 is 324 * 3 = 972.
The total sum is 4 + 12 + 36 + 108 + 324 + 972.
The total sum is 1456.
#### 1456 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 1 and is multiplied by 4 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 4 = 4.
The value in period 3 is 4 * 4 = 16.
The value in period 4 is 16 * 4 = 64.
The value in period 5 is 64 * 4 = 256.
The value in period 6 is 256 * 4 = 1024.
The total sum is 1 + 4 + 16 + 64 + 256 + 1024.
The total sum is 1365.
#### 1365 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 2 and is multiplied by 3 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 2.
The value in period 2 is 2 * 3 = 6.
The value in period 3 is 6 * 3 = 18.
The value in period 4 is 18 * 3 = 54.
The value in period 5 is 54 * 3 = 162.
The value in period 6 is 162 * 3 = 486.
The total sum is 2 + 6 + 18 + 54 + 162 + 486.
The total sum is 728.
#### 728 | tp_science_calc | ffee69a977 | general |
Question: A growth model tracks a value that multiplies by 3 each period for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 10.
The value in period 2 is 10 * 3 = 30.
The value in period 3 is 30 * 3 = 90.
The total sum is 10 + 30 + 90.
The total sum is 130.
#### 130 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 6 and is multiplied by 4 every period, continuing for 6 periods. What is the sum of all 6 values in the sequence?
Answer: | The value in period 1 is 6.
The value in period 2 is 6 * 4 = 24.
The value in period 3 is 24 * 4 = 96.
The value in period 4 is 96 * 4 = 384.
The value in period 5 is 384 * 4 = 1536.
The value in period 6 is 1536 * 4 = 6144.
The total sum is 6 + 24 + 96 + 384 + 1536 + 6144.
The total sum is 8190.
#### 8190 | tp_science_calc | ffee69a977 | general |
Question: A sequence starts at 1 and is multiplied by 4 every period, continuing for 3 periods. What is the sum of all 3 values in the sequence?
Answer: | The value in period 1 is 1.
The value in period 2 is 1 * 4 = 4.
The value in period 3 is 4 * 4 = 16.
The total sum is 1 + 4 + 16.
The total sum is 21.
#### 21 | tp_science_calc | ffee69a977 | general |
Question: An architecture firm has fixed annual costs of €90,000. Each client project incurs a variable cost of €75 and generates revenue of €575. How many client projects must be completed annually to reach the break-even point?
Answer: | Contribution margin per client project = €575 − €75 = €500
Break-even client projects = €90,000 ÷ €500 = 180
#### 180 | tp_finance | d9901d381e | general |
Question: A media production house has fixed annual costs of €30,000. Each service contract incurs a variable cost of €125 and generates revenue of €275. How many service contracts must be completed annually to reach the break-even point?
Answer: | Contribution margin per service contract = €275 − €125 = €150
Break-even service contracts = €30,000 ÷ €150 = 200
#### 200 | tp_finance | d9901d381e | general |
Question: A software consultancy has fixed annual costs of €120,000. Each consulting engagement incurs a variable cost of €250 and generates revenue of €500. How many consulting engagements must be completed annually to reach the break-even point?
Answer: | Contribution margin per consulting engagement = €500 − €250 = €250
Break-even consulting engagements = €120,000 ÷ €250 = 480
#### 480 | tp_finance | d9901d381e | general |
Question: A marketing agency has fixed annual costs of €100,000. Each service contract incurs a variable cost of €200 and generates revenue of €450. How many service contracts must be completed annually to reach the break-even point?
Answer: | Contribution margin per service contract = €450 − €200 = €250
Break-even service contracts = €100,000 ÷ €250 = 400
#### 400 | tp_finance | d9901d381e | general |
Question: A media production house has fixed annual costs of €90,000. Each work order incurs a variable cost of €75 and generates revenue of €1075. How many work orders must be completed annually to reach the break-even point?
Answer: | Contribution margin per work order = €1075 − €75 = €1000
Break-even work orders = €90,000 ÷ €1000 = 90
#### 90 | tp_finance | d9901d381e | general |
Question: A marketing agency has fixed annual costs of €75,000. Each client project incurs a variable cost of €50 and generates revenue of €300. How many client projects must be completed annually to reach the break-even point?
Answer: | Contribution margin per client project = €300 − €50 = €250
Break-even client projects = €75,000 ÷ €250 = 300
#### 300 | tp_finance | d9901d381e | general |
Question: A software consultancy has fixed annual costs of €30,000. Each consulting engagement incurs a variable cost of €100 and generates revenue of €400. How many consulting engagements must be completed annually to reach the break-even point?
Answer: | Contribution margin per consulting engagement = €400 − €100 = €300
Break-even consulting engagements = €30,000 ÷ €300 = 100
#### 100 | tp_finance | d9901d381e | general |
Question: A design studio has fixed annual costs of €120,000. Each client project incurs a variable cost of €300 and generates revenue of €700. How many client projects must be completed annually to reach the break-even point?
Answer: | Contribution margin per client project = €700 − €300 = €400
Break-even client projects = €120,000 ÷ €400 = 300
#### 300 | tp_finance | d9901d381e | general |
Question: A design studio has fixed annual costs of €45,000. Each work order incurs a variable cost of €50 and generates revenue of €650. How many work orders must be completed annually to reach the break-even point?
Answer: | Contribution margin per work order = €650 − €50 = €600
Break-even work orders = €45,000 ÷ €600 = 75
#### 75 | tp_finance | d9901d381e | general |
Question: A design studio has fixed annual costs of €150,000. Each service contract incurs a variable cost of €125 and generates revenue of €875. How many service contracts must be completed annually to reach the break-even point?
Answer: | Contribution margin per service contract = €875 − €125 = €750
Break-even service contracts = €150,000 ÷ €750 = 200
#### 200 | tp_finance | d9901d381e | general |
Question: A marketing agency has fixed annual costs of €75,000. Each consulting engagement incurs a variable cost of €150 and generates revenue of €250. How many consulting engagements must be completed annually to reach the break-even point?
Answer: | Contribution margin per consulting engagement = €250 − €150 = €100
Break-even consulting engagements = €75,000 ÷ €100 = 750
#### 750 | tp_finance | d9901d381e | general |
Question: A marketing agency has fixed annual costs of €75,000. Each consulting engagement incurs a variable cost of €100 and generates revenue of €300. How many consulting engagements must be completed annually to reach the break-even point?
Answer: | Contribution margin per consulting engagement = €300 − €100 = €200
Break-even consulting engagements = €75,000 ÷ €200 = 375
#### 375 | tp_finance | d9901d381e | general |
Question: A media production house has fixed annual costs of €100,000. Each work order incurs a variable cost of €150 and generates revenue of €350. How many work orders must be completed annually to reach the break-even point?
Answer: | Contribution margin per work order = €350 − €150 = €200
Break-even work orders = €100,000 ÷ €200 = 500
#### 500 | tp_finance | d9901d381e | general |
Question: An architecture firm has fixed annual costs of €120,000. Each client project incurs a variable cost of €50 and generates revenue of €300. How many client projects must be completed annually to reach the break-even point?
Answer: | Contribution margin per client project = €300 − €50 = €250
Break-even client projects = €120,000 ÷ €250 = 480
#### 480 | tp_finance | d9901d381e | general |
Question: An architecture firm has fixed annual costs of €75,000. Each work order incurs a variable cost of €250 and generates revenue of €1000. How many work orders must be completed annually to reach the break-even point?
Answer: | Contribution margin per work order = €1000 − €250 = €750
Break-even work orders = €75,000 ÷ €750 = 100
#### 100 | tp_finance | d9901d381e | general |
Question: A design studio has fixed annual costs of €100,000. Each design commission incurs a variable cost of €250 and generates revenue of €500. How many design commissions must be completed annually to reach the break-even point?
Answer: | Contribution margin per design commission = €500 − €250 = €250
Break-even design commissions = €100,000 ÷ €250 = 400
#### 400 | tp_finance | d9901d381e | general |
Question: A software consultancy has fixed annual costs of €90,000. Each work order incurs a variable cost of €250 and generates revenue of €400. How many work orders must be completed annually to reach the break-even point?
Answer: | Contribution margin per work order = €400 − €250 = €150
Break-even work orders = €90,000 ÷ €150 = 600
#### 600 | tp_finance | d9901d381e | general |
Question: A design studio has fixed annual costs of €30,000. Each consulting engagement incurs a variable cost of €200 and generates revenue of €450. How many consulting engagements must be completed annually to reach the break-even point?
Answer: | Contribution margin per consulting engagement = €450 − €200 = €250
Break-even consulting engagements = €30,000 ÷ €250 = 120
#### 120 | tp_finance | d9901d381e | general |
Question: A software consultancy has fixed annual costs of €120,000. Each design commission incurs a variable cost of €100 and generates revenue of €1100. How many design commissions must be completed annually to reach the break-even point?
Answer: | Contribution margin per design commission = €1100 − €100 = €1000
Break-even design commissions = €120,000 ÷ €1000 = 120
#### 120 | tp_finance | d9901d381e | general |
Question: An architecture firm has fixed annual costs of €45,000. Each client project incurs a variable cost of €250 and generates revenue of €1250. How many client projects must be completed annually to reach the break-even point?
Answer: | Contribution margin per client project = €1250 − €250 = €1000
Break-even client projects = €45,000 ÷ €1000 = 45
#### 45 | tp_finance | d9901d381e | general |
End of preview. Expand in Data Studio
DiffuRefill SFT data
Training data for the DiffuRefill-1B masked-diffusion language model (non-commercial research).
sft_v1/big/— Nemotron-Post-Training-Dataset-v1 (CC BY 4.0) math/STEM solutions rewritten by Qwen3.8-27B into short step lines ending#### <answer>, answer-checked against the source.sft_v1/tmpl_train/,tmpl_eval/,tmpl_code/— program templates generated from teacher-verified problems, with sampled verified variants.sft_v1/teach/— teacher-generated and teacher-verified questions and solutions.- Other files under
sft_v1/are converted third-party sets (GSM8K, NuminaMath-CoT, OpenMathInstruct-2, MetaMathQA, orca-math, MegaScience, natural_reasoning, Nemotron SFT math/science, Knights-and-Knaves, Reasoning Gym); each keeps its original license.
Because some components are licensed CC BY-NC(-SA), the collection as a whole is released under CC BY-NC-SA 4.0. Raw generation shards are in raw_big/ and raw_tmpl/.
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