show that a+2 is a factor of a³+a²+4 .
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Answer:
if a+2 is factor of a³+a²+4=f(a)
then f(-2)=0
Explanation:
put -2 in place of "a"
we get,
(-2)³+(-2)²+4
=-8+4+4
=0
Hence a+2 is factor of f(a)
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