Applying Remainder theorem, find the remainder, if the polynomial x's square +4x's square +4x-3 is divided by x.
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Let, g(x)=0. Then,
x=0
By remainder teorem,we know that when P(x) is divided by x the remainder is p(0).
Now,p(0)=x^2+4x^2+4x-3
=0^2+4×0^2+4×0-3
=0+0+0-3
= -3
Therefore,the required remainder is= -3 ----- Answer
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