Answer:
Explanation:
To represent 3,723 ÷ 51, we can use the long division method. In this method, we have the divisor (51) which is outside, the dividend (3,723) which is inside, and the quotient which is the result of the division process.
Here are the steps to solve 3,723 ÷ 51 using long division:
73
______
51|3723
-3060
-----
663
---
612
---
51
Therefore, 3,723 ÷ 51 = 73
and The quotient of 3,723 ÷ 51 is 73 and the remainder is 51
In the long division method, the quotient is the number that appears on top of the division bracket after each subtraction step. The remainder is the number that remains
I hope this helps!