Is the function y=sec x always defined? Why or why not?

Q: f(x) = sec¬'(1+ x²)

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Q: Graph the derivative of the function y = sin (x) + cos (x) when the window variables are x E [-27,…

A: The given function, y=sin(x)+cos(x)

Q: y = sec? x tan x

A: Consider the given function: Here the objective is to find the derivative of a given function.

Q: State the derivative. Do not simplify. f(x) = = x² +3 R

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Q: Use the definition of a derivative to find f'(x) and f"(x). 3 f(x) = f'(x) %3D f"(x)

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Q: Differentiate f(×) = sin x from first principles

A: Given query is to find the differentiation of sin(x) from the first principal.

Q: Use the definition of a derivative to find f'(x) and f"(x). f(x) = f'(x) =

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Q: Find the derivative, but do not simplify your answer. y = (x2 + x + 2)({Vx - 2Vx + 3) y' =

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Q: complete the table bel f'(x) Derivative

A: Given function is: fx=x We know that, x=x ; x≥0-x ; x<0 For y=-x we complete the following table…

Q: The derivative of the function y -3x2+4 is: %3D sec x

A: Given that y=-3x2+4secx find the derivative of y

Q: compute the derivative. f (x) = 9 sec x + 12 cot x

A: We have to compute he derivative of the function: fx=9 sec x+12 cot x We know the formula of…

Q: se the definition of a derivative to find f '(x) and f"(x). f(x) = 3x² + 6x + 3

A: Given,           fx=3x2+6x+3

Q: Find the derivative of f(x) = x°e* Xet .3

A: Solve the following

Q: find the derivative f(x) = xππx

A: The given function is

Q: Find derivative : f(x) = xe f'(x) = ?

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Q: Find the derivative of the function f(x) = 10" + 10 · 9". f'(x) = %3D

A: Differentiate wrt x

Q: What is the Derivative of the function; y=tan\sqrt{x2-1}

A: Given function is y=tanx2-1. To find the derivative of the function. Solution: Chain rule of…

Q: Find the second derivative of the function.

A: Given: fx=sec x To Find: The second derivative of the given function

Q: use the definition of the derivative to find f'(x). f(x)=1/x2

A: We need to evaluate the derivative of the following function f(x) = 1x2

Q: Find the derivative f (x) = e3x+ x (csc x + sec x)² %3D

A: Using product rule of Differentiation we find the derivative of given function.

Q: Compute the derivative of = sec (x – 18)+ sec (2x*): Answer: f'(x) = Check

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Q: Use the definition of derivative to a) f(x) = x - 2r? b) f(- %3D

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Q: Find derivative. y = (tan-1 x)2

A: This question is related to derivative.

Q: y = sec Differentiate the following function:

A: Given function, y=sece-x2

Q: Find the derivative. y = arccoth x² + 8 y' =

A: We use the chain rule

Q: Use the definition of a derivative to find ƒ'(x). f(x) = 9 f'(x) = Preview

A: Consider the function  fx=9

Q: Find the derivative y', where (3 – x) (3+x)2 3 %3D 1 - x

A: Given function is y=x21-x 3-x3+x23

Q: Find the derivative of the function. g(x) = (sech(8x)) g'(x) = %3D

A: take derivative

Q: Could f(x) be the derivative of g(x)? Please explain why or why not

A: Given graphs of f(x) and g(x)

Q: Find the derivative. y = x + 8x + 5 y = %3D

A: Given that,       y = x2+8x+5 Differentiating with respect to x, we get           y' = ddx(x2+8x+5)…

Q: Tryto guess functions that have the following as their derivatives. 2x

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Q: Find the derivative, but do not simplify your answer. 2 3 y = (x + x + 4)Vx – 2/x + 7 -

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Q: Is the function above differentiable everywhere? Explain using derivatives.

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Q: By definition, find the derivative: f (x)= Vx

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Q: Find the derivative of the function.

A: Given  y=sec7x7-sec5x5 To find derivative,

Q: Find the derivative of the function.

A: Derivatives can be defined as rate of change of function with respect to an independent variable. It…

Q: I need help with finding the derivative.  y=(2x^2   +   1)^2   (x-1)^3

A: Given: y=2x2+12x-13 We know that ddxu.v=vdudx+udvdx…

Q: How do I differentiate the function y=e^tan(θ)?

A: y=e^tan(θ) We need to differentiate the function

Q: find the derivative. y = (tan −1 x)3

A: Use power rule and chain rule.

Q: the first derivative of a continuous function y=f(x) is y'=x(x-12)^2 .find y'' and then use the…

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Q: What is the derivative of f(x)?

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Q: Give examples of still other applications of derivatives.

A: Derivatives have various important applications in Mathematics such as:Rate of Change of a…

Q: FInd the imaginary part of an analystic function whose real part is ex(x cos y -y sin y)

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Q: Find the derivative of f(x)=sec(x)

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Q: Find the derivative f(x) = (sin(x))sin(x)

A: We need to find the derivative of the given function

Q: F(x) = X

A: Differentiation of the function with respect to x helps to find the derivative of the function.…

Q: Find the second derivative of the function. f(x) = cot x

A: We have to find second derivative of the function: fx=cot x We know the formula of differentiation,…

Q: Use the definition of derivative to find f (x) if f(x) = Vx+3.

A: fx=x+3

Q: Find the derivative of the function F(x) = x* sec (x). F'(x) =

A: We will find the derivative of the given function in the following step.

Q: Find the derivative or the function. y = 7 tan- (x + V1+x) 1 +

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