Multi-digit multiplication · sheet 2 of 30
Answer key
The answer, and what a wrong answer means.
| # | Problem | Answer | If they wrote… |
|---|---|---|---|
| 1 | 98 × 92 | 9016 | 1078 forgetting to shift the second row8116 leaving out a partial product |
| 2 | 633 × 3 | 1899 | no pattern to catch here |
| 3 | 12 × 38 | 456 | 132 forgetting to shift the second row316 leaving out a partial product |
| 4 | 46 × 23 | 1058 | 230 forgetting to shift the second row818 leaving out a partial product |
| 5 | 47 × 3 | 141 | no pattern to catch here |
| 6 | 79 × 2 | 158 | no pattern to catch here |
| 7 | 525 × 5 | 2625 | no pattern to catch here |
| 8 | 92 × 56 | 5152 | 1012 forgetting to shift the second row4512 leaving out a partial product |
| 9 | 24 × 6 | 144 | no pattern to catch here |
| 10 | 71 × 44 | 3124 | 2804 leaving out a partial product568 forgetting to shift the second row |
| 11 | 667 × 4 | 2668 | no pattern to catch here |
| 12 | 89 × 6 | 534 | no pattern to catch here |
| 13 | 88 × 39 | 3432 | 1056 forgetting to shift the second row2472 leaving out a partial product |
| 14 | 46 × 9 | 414 | no pattern to catch here |
| 15 | 92 × 9 | 828 | no pattern to catch here |
| 16 | 81 × 5 | 405 | no pattern to catch here |
| 17 | 86 × 75 | 6450 | 1032 forgetting to shift the second row5630 leaving out a partial product |
| 18 | 993 × 2 | 1986 | no pattern to catch here |
| 19 | 53 × 4 | 212 | no pattern to catch here |
| 20 | 69 × 55 | 3795 | 3045 leaving out a partial product690 forgetting to shift the second row |
Reading the wrong answers
One wrong answer is a slip. The same pattern on three or more problems is a rule your child is following, and it has a name and a fix. Problems marked "no pattern to catch" are the plain ones; a child who gets only those right is telling you something too.