In Exercises 31-44, use the Chain Rule to find the derivative. - y = sec

Q: In Exercises 7–12, use the Quotient Rule to calculate the derivative.

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Q: In Exercises 45–74, compute the derivative using derivative rules that have been introduced so far.

A: y=sinx2cosx2

Q: In Exercises 17-26, calculate the derivative indicated.

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Q: In Exercises 5-24, compute the derivative.

A: The given function is:

Q: Can you help with this question step by step please

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Q: In Exercises 13–24, compute the derivative using derivative rules that have been introduced so far.

A:

Q: In Exercises 11–28, calculate the derivative with respect to x of the other variable appearing in…

A: Consider the equation  3y3+x2=5

Q: In Exercises 31-44, use the Chain Rule to find the derivative.

A:

Q: In Exercises 11–28, calculate the derivative with respect to x of the other variable appearing in…

A: The given equation is yx+xy=2y. The main objective is to find the derivative of the given equation…

Q: In Exercises 33–46, find the derivative.

A: According to the question,we have to find the derivative of y=arctan x3 or it can be written as…

Q: In Exercises 22–27, find a formula for the derivative of the function using the difference quotient.…

A: NOTE: Refresh your page if you can't see any equations. . substitute x+h for x

Q: In Exercises 45–74, compute the derivative using derivative rules that have been introduced so far.

A: Given that y=z+1z-1=z+1z-112

Q: In Exercises 31-44, use the Chain Rule to find the derivative.

A: The given function is y=sin2x. Obtain the derivative as follows.

Q: In Exercises 19-40, calculate the derivative.

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Q: In Exercises 29-80, compute the derivative. 29. y = 3x 5 - 7x 2 + 4

A: y=3x5-7x2+4

Q: In Exercises 39-42, calculate the higher derivative.

A: The given function is y=etsin t. Obtain the derivatives as follows.

Q: In Exercises 1-4, find the first derivative of the function. 1. f(x) = V4 –x 2. f(x) = V9 - x?

A: Solution (1): Given, fx=4-x

Q: In Exercises 19-40, calculate the derivative.

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Q: calculate the derivative with respect to x of the other variable appearing in the equation. 18)…

A: Given: x+y12=1x+1y To Find:  To calculate the derivative with respect to 'x'.

Q: In Exercises 7–12, use the Quotient Rule to calculate the derivative.

A: Given that  fx=x+4x2+x+1                ……(1) It is known that the quotient rule for derivative is…

Q: In Exercises 19-40, calculate the derivative.

A:

Q: Can you help with this question step by step please

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Q: In Exercises 19-40, calculate the derivative.

A: Given the function f(x)=ex(x2+1)(x+4). We need to calculate the derivative of the above function.