Math, asked by angkit7589, 7 months ago

what least number should be subtracted from the largest number of 5 digits so that the remaining number is exactly divisible by the largest number of 2 digit

Answers

Answered by ankhidassarma9
1

Answer:

The least number that should be subtracted from the largest number of 5 digits(99999) so that the remaining number is exactly divisible by the largest number of 2 digit(99) is 9.

Step-by-step explanation:

  • Largest number of 5 digit is 99999 .
  • Largest number of 2 digit is 99.
  • If largest 5-digit number 99999 will be divided by largest two digit number 99, then we will get 99999÷99=1010 with  Remainder=9.
  • By subtracting the remainder 9 from the largest 5-digit number 99999, we will get 99999-9 = 99990.
  • Hence, 99990 is the largest five digit number which is exactly divisible by the largest number of 2 digit 99.
  • So, we can conclude that , the least number should be subtracted from the largest number of 5 digits(99999) so that the remaining number is exactly divisible by the largest number of 2 digit(99) is 9.

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