find the value of k for which x 4 + 10 x3 + 25 x 2 + 15 X + K exactly divisible by X + 7
fayazuddin22:
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HEY MATE.....
YOUR ANSWER IS.....
g(x) = x+7=0
So , x = -7
p(x) = x^4+10x^3+25x^2+15x+k = 0
p(-7) = (-7)^4+10(-7)^3+25x^2+15x+k = 0
= 2401+10(-343)+25(49)+15(-7)+k =0
= 2401 - 3430 + 1225-105+k = 0
= 91 + k =0
= 91 = -k
So , k = -91
Hope it helps .....
YOUR ANSWER IS.....
g(x) = x+7=0
So , x = -7
p(x) = x^4+10x^3+25x^2+15x+k = 0
p(-7) = (-7)^4+10(-7)^3+25x^2+15x+k = 0
= 2401+10(-343)+25(49)+15(-7)+k =0
= 2401 - 3430 + 1225-105+k = 0
= 91 + k =0
= 91 = -k
So , k = -91
Hope it helps .....
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