if x power two-one is a factor of a x power four+b x power three +c x power two + dx +e then show that a+c+e equal to b +d equal to zero
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Since x
2
−1 is a factor of ax
4
+bx
3
+cx
2
+dx+e.
Then (x−1) and x+1 are also factors of ax
4
+bx
3
+cx
2
+dx+e.
Let, f(x)=ax
4
+bx
3
+cx
2
+dx+e
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