y = 4 ln(x). x¹ Find the derivative of the function: y'(x) = The domain for this function satisfies < x < If either endpoint is infinite, then write either "-infinity" or "infinity" for that endpoint. Find the vertical asymptote, x = The x-intercept is x = The y-intercept is y = (if no y-intercept exists, then type None").

Q: (x >0) 1+x/x

A: We can use the quotiatant rule of derivative.

Q: Find the derivative of * y=(2x +1)*(3x +1) 3х +

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Q: Find the derivative. h'(w) = = h(w) = (w4 - 5w)4 4(w² - 5w) ³. (4w ³ - 5) x

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Q: Evaluate the derivatives of the given function for the given value of x. Check your results using…

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Q: Which functions have a negative first derivative for all x?

A: Which functions have a negative first derivative for all x?

Q: Find the derivative of the function using the definition of derivative. 1 f(x) 2 - 16 x f'(x) = %3D…

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Q: Differentiate the function. y = (2x² − x + 1) (-x5 + 3) y' = 5

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Q: 2e* f (x) = x- 2e*

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Q: Enumerate and explain the steps in finding the derivative of this function: y=1/[2*sqrt(x+3)]

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Q: Y=0.83x +0.0094x2 +0.000042x3 Take out derivative of the given function.

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Q: evaluate the derivative of the function at the given pointf(x)=-4/(2x2-3x)4 , (1,-4)

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