Math, asked by aromanc003, 1 day ago

Let g be a function such that g(4) = 8 and g'(4) = -3.

Let h be the function h(x) =
 \sqrt{x}
Let H be a function defined as H(x) = g(x)× h(x).

Find H'(4)=​

Answers

Answered by rohan15086
4

Answer:

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Answered by suns25061
2

Answer:

If (2t+1)is a factor then t=2−1 must be one of the zeroes of the given polynomial. Substituting in the given equation.

q((2−1))=4(2−1)3+4(2−1)2−(2−1)−1=4(8−1)+4(41)+(21)−1=(2−1)+1+(21)−1=0

Hence(2t+1) is a common factor of q(t)

Step-by-step explanation:

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