Question

the greatest 4 digit number made with the digit 1092 is divided by the smallest 3 digit number made with 192 find the quotinent and the reminder​

Answer 1

Quotient=71.39 and

Remainder=69

Answer 2

Answer:

the quotient and remainder are 71 and 51 respectively.

Given:

the greatest 4-digit number made with the digit 1092 is divided by the smallest 3-digit number made with 192

To find:

the quotient and the remainder​

Solution:

the greatest 4-digit number made with the digit 1092 = 9,210

the smallest 3-digit number made with 192 = 129

on dividing 9210 by 129 :

quotient = 71

the remainder = 51

[view image attached for reference]

we can verify this by using:

dividend = divisor x quotient + remainder

9210 = 129 x 71 + 51

9210 = 9210

hence, verified.

Hence, the quotient and remainder are 71 and 51 respectively.

#SPJ2