Question
Given g(-2)= -4 and g'(-2)=5, find the value of h'(-2) based on the function below. h(x) = (-2x+6) * g(x) The answer supplies that the
Given g(-2)= -4 and g'(-2)=5, find the value of h'(-2) based on the function below. h(x) = (-2x+6) * g(x)
The answer supplies that the derivative of h(x) = (-2x+6) * g(x) is: h(x) = (2x+6) d/dx (g(x)) + g(x) d/dx (2x+6) The concluding answer is: h'(-2) = 58
Please supply in detail how to arrive at both the derivative and the answer, 58. Thank you.
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Accounting for Governmental and Nonprofit Entities
Authors: Earl R. Wilson, Jacqueline L Reck, Susan C Kattelus
15th Edition
978-0256168723, 77388720, 256168725, 9780077388720, 978-007337960
