4. (x+2) is a factore of my + nx²+x-6.at
leaves the reemainder 4 when divided by
(x-2). Find m and n. write the answer step by step
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Mx3+nx2+x-6 has (x+2) as a factor and it leaves a remained of 4 divide by x-2. 3(11+3m+n)=3(1) 11+3m+n=1, 3m+n=-10.
Name it as eq.2, On substracting eq.1 and 2, we get:-m=3, m=-3. Put this value of m in any eq.1 or 2, to get n=-1. So we get n=-1 as the answer by dividing with 4.
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