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
- 1.67436 ÷ 98 =
- 2.275975 ÷ 997 =
- 3.1595 ÷ 8 =
- 4.29515 ÷ 97 =
- 5.765743 ÷ 897 =
- 6.2339 ÷ 8 =
- 7.994660 ÷ 988 =
- 8.28826 ÷ 98 =
- 9.59382 ÷ 88 =
- 10.45845 ÷ 96 =
- 11.916169 ÷ 998 =
- 12.5870 ÷ 8 =
- 13.42101 ÷ 89 =
- 14.36897 ÷ 989 =
- 15.73228 ÷ 998 =
- 16.132095 ÷ 997 =
- 17.4368 ÷ 8 =
- 18.37092 ÷ 98 =
- 19.309082 ÷ 989 =
- 20.3760 ÷ 8 =
- 21.109382 ÷ 997 =
- 22.93164 ÷ 88 =
- 23.91605 ÷ 98 =
- 24.208519 ÷ 988 =
- 25.10895 ÷ 89 =
- 26.39767 ÷ 89 =
- 27.28143 ÷ 98 =
- 28.44626 ÷ 88 =
- 29.28908 ÷ 88 =
- 30.3044 ÷ 96 =
- 31.770414 ÷ 989 =
- 32.539595 ÷ 989 =
- 33.584717 ÷ 988 =
- 34.454750 ÷ 897 =
- 35.949011 ÷ 997 =
- 36.96704 ÷ 88 =
- 37.979284 ÷ 997 =
- 38.30484 ÷ 96 =
- 39.147798 ÷ 998 =
- 40.75964 ÷ 897 =
Answer key
- 688 rem 12
- 276 rem 803
- 199 rem 3
- 304 rem 27
- 853 rem 602
- 292 rem 3
- 1006 rem 732
- 294 rem 14
- 674 rem 70
- 477 rem 53
- 918 rem 5
- 733 rem 6
- 473 rem 4
- 37 rem 304
- 73 rem 374
- 132 rem 491
- 546 rem 0
- 378 rem 48
- 312 rem 514
- 470 rem 0
- 109 rem 709
- 1058 rem 60
- 934 rem 73
- 211 rem 51
- 122 rem 37
- 446 rem 73
- 287 rem 17
- 507 rem 10
- 328 rem 44
- 31 rem 68
- 778 rem 972
- 545 rem 590
- 591 rem 809
- 506 rem 868
- 951 rem 864
- 1098 rem 80
- 982 rem 230
- 317 rem 52
- 148 rem 94
- 84 rem 616
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