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
- 1.16681 ÷ 98 =
- 2.96294 ÷ 97 =
- 3.9959 ÷ 8 =
- 4.7937 ÷ 8 =
- 5.82551 ÷ 96 =
- 6.66472 ÷ 988 =
- 7.510022 ÷ 989 =
- 8.35914 ÷ 98 =
- 9.80316 ÷ 96 =
- 10.19630 ÷ 989 =
- 11.750983 ÷ 998 =
- 12.732527 ÷ 998 =
- 13.85463 ÷ 88 =
- 14.486294 ÷ 988 =
- 15.20885 ÷ 98 =
- 16.63721 ÷ 97 =
- 17.186953 ÷ 997 =
- 18.23236 ÷ 96 =
- 19.764655 ÷ 997 =
- 20.809108 ÷ 988 =
- 21.11464 ÷ 97 =
- 22.16950 ÷ 89 =
- 23.97015 ÷ 88 =
- 24.353882 ÷ 989 =
- 25.4083 ÷ 8 =
- 26.671666 ÷ 997 =
- 27.97699 ÷ 88 =
- 28.19178 ÷ 88 =
- 29.953041 ÷ 997 =
- 30.36223 ÷ 96 =
- 31.68904 ÷ 897 =
- 32.11784 ÷ 98 =
- 33.9007 ÷ 8 =
- 34.14195 ÷ 98 =
- 35.268306 ÷ 897 =
- 36.267281 ÷ 997 =
- 37.775241 ÷ 998 =
- 38.405460 ÷ 998 =
- 39.24475 ÷ 97 =
- 40.75577 ÷ 88 =
Answer key
- 170 rem 21
- 992 rem 70
- 1244 rem 7
- 992 rem 1
- 859 rem 87
- 67 rem 276
- 515 rem 687
- 366 rem 46
- 836 rem 60
- 19 rem 839
- 752 rem 487
- 733 rem 993
- 971 rem 15
- 492 rem 198
- 213 rem 11
- 656 rem 89
- 187 rem 514
- 242 rem 4
- 766 rem 953
- 818 rem 924
- 118 rem 18
- 190 rem 40
- 1102 rem 39
- 357 rem 809
- 510 rem 3
- 673 rem 685
- 1110 rem 19
- 217 rem 82
- 955 rem 906
- 377 rem 31
- 76 rem 732
- 120 rem 24
- 1125 rem 7
- 144 rem 83
- 299 rem 103
- 268 rem 85
- 776 rem 793
- 406 rem 272
- 252 rem 31
- 858 rem 73
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