The value of p for which the polynomial px³+4x²-px+8
exactly divisible by (x+2) is
A =0
ß = 3
C =5
D = 4
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Answer:
D=4
Step-by-step explanation:
px³+4x²-px+8/x+2
If it divides by x+2 then it must a factor of x+2
So, put x= -2 in place of x
We get,
p(-2)^3+4(-2)^2-p(-2)+8=0
-8p+16+2p+8=0
-6p+24=0
-6p= -24
p=4
It will exactly divisible if p=4
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