Nikhilam Division Worksheet
The trick (Nikhilam Navatashcaramam Dashatah): Write the complement of the divisor (8 → 2, 97 → 03, 88 → 12, 997 → 003, 897 → 103). Split off as many last digits as the base has zeros (1 for 8, 2 for 88, 3 for 997) — that is the remainder part. Bring down each column total, multiply it by the complement, and add the result under the next column(s). If the remainder is not smaller than the divisor, divide it again and add to the quotient.
NameDateTime takenScore ___ / 40
- 1.694459 ÷ 997 =
- 2.68805 ÷ 988 =
- 3.51134 ÷ 96 =
- 4.216934 ÷ 897 =
- 5.9513 ÷ 8 =
- 6.79711 ÷ 98 =
- 7.828051 ÷ 897 =
- 8.4182 ÷ 8 =
- 9.32039 ÷ 97 =
- 10.676585 ÷ 998 =
- 11.5903 ÷ 96 =
- 12.23190 ÷ 98 =
- 13.11988 ÷ 89 =
- 14.3829 ÷ 8 =
- 15.14638 ÷ 97 =
- 16.484580 ÷ 989 =
- 17.161721 ÷ 998 =
- 18.43631 ÷ 89 =
- 19.187465 ÷ 897 =
- 20.92859 ÷ 96 =
- 21.136579 ÷ 988 =
- 22.52543 ÷ 89 =
- 23.62713 ÷ 97 =
- 24.321920 ÷ 997 =
- 25.545296 ÷ 998 =
- 26.35131 ÷ 98 =
- 27.94665 ÷ 88 =
- 28.836337 ÷ 997 =
- 29.82856 ÷ 897 =
- 30.95509 ÷ 88 =
- 31.31940 ÷ 89 =
- 32.40171 ÷ 897 =
- 33.966053 ÷ 997 =
- 34.41970 ÷ 97 =
- 35.842143 ÷ 997 =
- 36.98726 ÷ 98 =
- 37.85363 ÷ 88 =
- 38.12750 ÷ 98 =
- 39.661030 ÷ 998 =
- 40.51582 ÷ 88 =
Answer key
- 696 rem 547
- 69 rem 633
- 532 rem 62
- 241 rem 757
- 1189 rem 1
- 813 rem 37
- 923 rem 120
- 522 rem 6
- 330 rem 29
- 677 rem 939
- 61 rem 47
- 236 rem 62
- 134 rem 62
- 478 rem 5
- 150 rem 88
- 489 rem 959
- 162 rem 45
- 490 rem 21
- 208 rem 889
- 967 rem 27
- 138 rem 235
- 590 rem 33
- 646 rem 51
- 322 rem 886
- 546 rem 388
- 358 rem 47
- 1075 rem 65
- 838 rem 851
- 92 rem 332
- 1085 rem 29
- 358 rem 78
- 44 rem 703
- 968 rem 957
- 432 rem 66
- 844 rem 675
- 1007 rem 40
- 970 rem 3
- 130 rem 10
- 662 rem 354
- 586 rem 14
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