if kx^3+9x^2+4x-10 divided by (x+3) leaves remainder 5, find the value of x
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Answered by
76
Hi,friend!!✌
A good question you have asked.
Here is your answer.
===============================
If , p(x)= kx³+9x²+4x-10
Then, p(-3) = 5 [ By the remainder theorem x-(-3)]
So, k(-3)³+9(-3)²+4(-3)-10 = 5
=> -27k + 81 - 12 -10 = 5
=> -27k + 81 = 5 + 10 + 12
=> -27k= 27-81
=> k = -54\-27
=> k = 2
================================
Hope you will understand this math. :)
A good question you have asked.
Here is your answer.
===============================
If , p(x)= kx³+9x²+4x-10
Then, p(-3) = 5 [ By the remainder theorem x-(-3)]
So, k(-3)³+9(-3)²+4(-3)-10 = 5
=> -27k + 81 - 12 -10 = 5
=> -27k + 81 = 5 + 10 + 12
=> -27k= 27-81
=> k = -54\-27
=> k = 2
================================
Hope you will understand this math. :)
jmsbrothers:
Thanks. Can you mark it as brainliest? :)
Answered by
17
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