A positive number when divided by 88 gives the remainder 8. What will be the remainder when this number is divided by 11
Farhan004:
I THINK THE ANSWER WOULD BE 64
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A positive number when divided by 88 gives the remainder 8 what will be the remainder when this number is divided by 11...
Answer
Let n = 88p + 8
A T.Q....
=> n/88 = p + 1/11
=> n = 11q + r
=> n/11 = q+ r/11
=> n/88 = q/8 + r/88
=> p+1/11 = q/8 + r/88
=> p+8/88 = q/8 + r/88
SO ,
We know p = (11q +r -8 /88)
The only way for (11q+r-8)/88 is that we have
(11q/88) or (11q-11)/88
So , r = -3 or r = 8.
Since , The remainder would be 8.
Answer
Let n = 88p + 8
A T.Q....
=> n/88 = p + 1/11
=> n = 11q + r
=> n/11 = q+ r/11
=> n/88 = q/8 + r/88
=> p+1/11 = q/8 + r/88
=> p+8/88 = q/8 + r/88
SO ,
We know p = (11q +r -8 /88)
The only way for (11q+r-8)/88 is that we have
(11q/88) or (11q-11)/88
So , r = -3 or r = 8.
Since , The remainder would be 8.
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