On dividing 12401 by a certain number, we get 76 as quotient and 13 as remainder. What is the divisor?Options :A.163B.173C.183D.None of these
Question
On dividing 12401 by a certain number, we get 76 as quotient and 13 as remainder. What is the divisor?Options :A.163B.173C.183D.None of these
Solution 1
The divisor in a division operation can be found using the formula:
Divisor = (Dividend - Remainder) / Quotient
Given in the problem: Dividend = 12401 Quotient = 76 Remainder = 13
Substituting these values into the formula:
Divisor = (12401 - 13) / 76 Divisor = 12388 / 76 Divisor = 163
So, the divisor is 163. Therefore, option A is the correct answer.
Solution 2
The divisor in a division operation can be found using the formula:
Divisor = (Dividend - Remainder) / Quotient
Given in the problem: Dividend = 12401 Quotient = 76 Remainder = 13
Substituting these values into the formula:
Divisor = (12401 - 13) / 76 Divisor = 12388 / 76 Divisor = 163
So, the divisor is 163. Therefore, option A is correct.
Solution 3
The divisor in a division operation can be found using the formula:
Divisor = (Dividend - Remainder) / Quotient
Given in the problem: Dividend = 12401 Quotient = 76 Remainder = 13
Substituting these values into the formula:
Divisor = (12401 - 13) / 76 Divisor = 12388 / 76 Divisor = 163
So, the divisor is 163. Therefore, option A is the correct answer.
Solution 4
The divisor in a division operation can be found using the formula:
Divisor = (Dividend - Remainder) / Quotient
Given in the problem: Dividend = 12401 Quotient = 76 Remainder = 13
Substituting these values into the formula:
Divisor = (12401 - 13) / 76 Divisor = 12388 / 76 Divisor = 163
So, the divisor is 163. Therefore, option A is correct.
Solution 5
The divisor in a division operation is calculated by the formula:
Divisor = (Dividend - Remainder) / Quotient
Given in the problem: Dividend = 12401 Remainder = 13 Quotient = 76
Substituting these values in the formula:
Divisor = (12401 - 13) / 76 Divisor = 12388 / 76 Divisor = 163
So, the divisor is 163. Therefore, option A is correct.
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