A number when divided by 145 leaves a remainder 39 what will be remainder when original number is divided by 29
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Hey
Let the number be x .
It is divided by 145
And ,
leaves remainder = 39
Let quotient be q .
So ,
x = 145 q + 39
x = 29 * 5 * q + 29 * 1 + 10
x = 29 ( 5q + 1 ) + 10
Here by this equation ,
it is clear that x is divided by 29 .
Quotient is ( 5q + 1 )
And ,
remainder is = 10
So ,
required remainder = 10
thanks :)
Let the number be x .
It is divided by 145
And ,
leaves remainder = 39
Let quotient be q .
So ,
x = 145 q + 39
x = 29 * 5 * q + 29 * 1 + 10
x = 29 ( 5q + 1 ) + 10
Here by this equation ,
it is clear that x is divided by 29 .
Quotient is ( 5q + 1 )
And ,
remainder is = 10
So ,
required remainder = 10
thanks :)
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