a number when divided by 52 gives 32 as quotient and 20 as remainder find the number
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Answered by
11
Using EDL, a = b × q + r
Applying it in the question we get it as follows:
Applying it in the question we get it as follows:
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shobhanayak14:
Sorry...It's 1684
Answered by
8
hey dude .....nice question...!!!!
ur answer is here.....!!!!!!
see...
we know.,
p(X)=g(X) ×q(x)+r(x)
p(x)=52×32+20
p(X)=1664+20
p(x)=1684...
therefore the no. is 1684....
thanks.....!
ur answer is here.....!!!!!!
see...
we know.,
p(X)=g(X) ×q(x)+r(x)
p(x)=52×32+20
p(X)=1664+20
p(x)=1684...
therefore the no. is 1684....
thanks.....!
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