For what value of k , -4 is a zero of the polynomial x^2-x-(2k+2) ??
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Answered by
1
p(x) = x^2-x-(2k+2) when x = -4
p(-4) = (-4)^2-(-4)-(2k+2) p(-4)=0 [given]
0 = 8+4-2k-2
0 = 12-2k-2
0 = 10-2k
2k=10
k = 10/2
k=5
p(-4) = (-4)^2-(-4)-(2k+2) p(-4)=0 [given]
0 = 8+4-2k-2
0 = 12-2k-2
0 = 10-2k
2k=10
k = 10/2
k=5
Answered by
3
-4 is a
zero of polynomial f(x) = x^2-x-(2k+2)
f(-4)=0
16+4-2k-2=0
2k=18
k=9
zero of polynomial f(x) = x^2-x-(2k+2)
f(-4)=0
16+4-2k-2=0
2k=18
k=9
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