Find the number which when divided by 25 gives the quotient 20 and leaves a remainder 8.
Answers
Given : number which when divided by 25 gives the quotient 20 and leaves a remainder 8.
To Find : the number
Solution:
a = bq + r
b = 25
q = 20
r = 8
a = ?
a = 25 * 20 + 8
=> a = 500 + 8
=> a = 508
Hence the number is 508
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Given:
Divisor = 25
Quotient = 20
Remainder = 8
To find:
The number which when divided by 25 gives the quotient 20 and leaves a remainder 8.
Formula to be used:
Dividend = Divisor × Quotient + Remainder
Solution:
Step 1 of 2
If the value of divisor, quotient and remainder is given then we can find the number or dividend by using the following formula,
Dividend = Divisor × Quotient + Remainder
Step 2 of 2
On substituting the given values in the formula gives the required number
Dividend = Divisor × Quotient + Remainder
Dividend = 25 × 20 + 8
Dividend = 500 + 8
Dividend = 508
Final answer:
The number which when divided by 25 gives the quotient 20 and leaves a remainder 8 is 508.