Find the values of m and n so that x-1 and x+2 both are factors of x^3+(3m+1)x^3+nx-18
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Answer:
case 1 => x-1=0
x=1
x^3+[3m+1]=0 x^3+nx-18=0
1+3m+1=0 1+n-18=0
m=2/3 n=17
case 2=> x+2=0
x= -2
x^3+[3m+1]=0 x^3+nx-18=0
-8+3m+1=0 -8-2n-18=0
m=7/3 n= -13
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