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
- 1.893403 ÷ 897 =
- 2.938485 ÷ 897 =
- 3.19853 ÷ 96 =
- 4.94903 ÷ 89 =
- 5.78201 ÷ 88 =
- 6.34493 ÷ 96 =
- 7.400519 ÷ 998 =
- 8.31673 ÷ 98 =
- 9.3133 ÷ 8 =
- 10.854881 ÷ 989 =
- 11.45445 ÷ 97 =
- 12.23926 ÷ 98 =
- 13.141137 ÷ 989 =
- 14.61995 ÷ 97 =
- 15.23402 ÷ 97 =
- 16.738301 ÷ 897 =
- 17.31106 ÷ 96 =
- 18.1406 ÷ 88 =
- 19.599942 ÷ 897 =
- 20.779092 ÷ 998 =
- 21.15493 ÷ 97 =
- 22.492049 ÷ 997 =
- 23.2532 ÷ 8 =
- 24.4342 ÷ 98 =
- 25.38506 ÷ 88 =
- 26.36729 ÷ 96 =
- 27.35225 ÷ 97 =
- 28.184521 ÷ 998 =
- 29.71225 ÷ 89 =
- 30.705212 ÷ 997 =
- 31.8046 ÷ 97 =
- 32.784785 ÷ 989 =
- 33.54883 ÷ 88 =
- 34.46281 ÷ 88 =
- 35.66077 ÷ 96 =
- 36.90388 ÷ 88 =
- 37.7092 ÷ 8 =
- 38.232105 ÷ 989 =
- 39.30878 ÷ 88 =
- 40.52070 ÷ 98 =
Answer key
- 995 rem 888
- 1046 rem 223
- 206 rem 77
- 1066 rem 29
- 888 rem 57
- 359 rem 29
- 401 rem 321
- 323 rem 19
- 391 rem 5
- 864 rem 385
- 468 rem 49
- 244 rem 14
- 142 rem 699
- 639 rem 12
- 241 rem 25
- 823 rem 70
- 324 rem 2
- 15 rem 86
- 668 rem 746
- 780 rem 652
- 159 rem 70
- 493 rem 528
- 316 rem 4
- 44 rem 30
- 437 rem 50
- 382 rem 57
- 363 rem 14
- 184 rem 889
- 800 rem 25
- 707 rem 333
- 82 rem 92
- 793 rem 508
- 623 rem 59
- 525 rem 81
- 688 rem 29
- 1027 rem 12
- 886 rem 4
- 234 rem 679
- 350 rem 78
- 531 rem 32
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