For what value of K, -4 is a zero of the polynomial x^2-x-(2K+2)
Answers
Answered by
21
Hey friend!! here is your answer
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◆Given equation- x^2-x-(2k+2)
◆Put x = -4 in given equation
◆(-4)^2-(-4)-(2k+2)=0
◆16+4-2k-2=0
◆20-2k-2=0
◆18-2k=0
◆-2k=-18
◆k=-18/-2
◆k=9
K=9, so (-4) is a zero of given polynomial
__________________________
⭐️Hope it helps you⭐️
_____________________________
◆Given equation- x^2-x-(2k+2)
◆Put x = -4 in given equation
◆(-4)^2-(-4)-(2k+2)=0
◆16+4-2k-2=0
◆20-2k-2=0
◆18-2k=0
◆-2k=-18
◆k=-18/-2
◆k=9
K=9, so (-4) is a zero of given polynomial
__________________________
⭐️Hope it helps you⭐️
Damini1234:
Thanks a lot
Answered by
14
Hey!
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x = -4
p (x) = x^2-x-(2K+2)
p (-4) = (-4)^2 - (-4) - [(2k) + 2] = 0
16 + 4 - 2k - 2 = 0
20 -2 - 2k = 0
18 - 2k = 0
-2k = -18
k = -18/-2
k = 9
_______________
Hope it helps...!!!
_______________
x = -4
p (x) = x^2-x-(2K+2)
p (-4) = (-4)^2 - (-4) - [(2k) + 2] = 0
16 + 4 - 2k - 2 = 0
20 -2 - 2k = 0
18 - 2k = 0
-2k = -18
k = -18/-2
k = 9
_______________
Hope it helps...!!!
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