Let y = 6x^5 - 3. Find A, B, and C so that dy/dx = Ax^B + C. A = B = C = Then find the value of the derivative at 3. dy/dx x = 3 =
Added by Tricia I.
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Given function: \(y = 6x^5 - 3\) Using the power rule, we have: \(\frac{dy}{dx} = 30x^4\) Now, we can see that the derivative is in the form of \(AxB + C\), where: \(A = 30\) \(B = 4\) Show more…
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