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
- 1.52593 ÷ 997 =
- 2.7499 ÷ 8 =
- 3.945 ÷ 8 =
- 4.69081 ÷ 88 =
- 5.58246 ÷ 98 =
- 6.8284 ÷ 89 =
- 7.366717 ÷ 997 =
- 8.7670 ÷ 8 =
- 9.48102 ÷ 98 =
- 10.69641 ÷ 97 =
- 11.6079 ÷ 97 =
- 12.7967 ÷ 8 =
- 13.1102 ÷ 8 =
- 14.500903 ÷ 989 =
- 15.40697 ÷ 89 =
- 16.79344 ÷ 96 =
- 17.12379 ÷ 98 =
- 18.525453 ÷ 997 =
- 19.41417 ÷ 96 =
- 20.872589 ÷ 997 =
- 21.14135 ÷ 88 =
- 22.34030 ÷ 96 =
- 23.70967 ÷ 96 =
- 24.55274 ÷ 98 =
- 25.26364 ÷ 88 =
- 26.676826 ÷ 897 =
- 27.59085 ÷ 96 =
- 28.153141 ÷ 988 =
- 29.3995 ÷ 8 =
- 30.848220 ÷ 988 =
- 31.683829 ÷ 989 =
- 32.1421 ÷ 8 =
- 33.78676 ÷ 89 =
- 34.572391 ÷ 988 =
- 35.2938 ÷ 96 =
- 36.827351 ÷ 989 =
- 37.884952 ÷ 998 =
- 38.99470 ÷ 98 =
- 39.488557 ÷ 997 =
- 40.55161 ÷ 89 =
Answer key
- 52 rem 749
- 937 rem 3
- 118 rem 1
- 785 rem 1
- 594 rem 34
- 93 rem 7
- 367 rem 818
- 958 rem 6
- 490 rem 82
- 717 rem 92
- 62 rem 65
- 995 rem 7
- 137 rem 6
- 506 rem 469
- 457 rem 24
- 826 rem 48
- 126 rem 31
- 527 rem 34
- 431 rem 41
- 875 rem 214
- 160 rem 55
- 354 rem 46
- 739 rem 23
- 564 rem 2
- 299 rem 52
- 754 rem 488
- 615 rem 45
- 155 rem 1
- 499 rem 3
- 858 rem 516
- 691 rem 430
- 177 rem 5
- 884 rem 0
- 579 rem 339
- 30 rem 58
- 836 rem 547
- 886 rem 724
- 1015 rem 0
- 490 rem 27
- 619 rem 70
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