DO NOT include spaces in between characters. * Give the range of y =tan n²x+-. 6.

Q: Find the derivative by use of definition y = 3x / sqrt 2x + 1 Please answer asap

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Q: What are the domain and the range of y = sin x?

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Q: Find the areas of the shaded regions

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Q: Evaluate 1 dx 1-sin x

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Q: Differentiate: 1 y tan-x

A: It is given y as a function of x, where y is a dependent variable and x is an independent variable.…

Q: What is the y-value for the function y = tan x if x =- ? 117 4

A: Explanation of the answer is as follows

Q: Express cos°x as a function of multiple angles.

A: The function of multiple angles is given below,

Q: cos y = x² – 4 at (2,4)

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Q: Locate the discontinuities of the function andillustrate by graphing.        y = 1/1 + sinx

A: given: y=1/1+sinx

Q: Find the slope of the line tangent to the graph of f(x) = 4 - xatx = 2. Provide your answer below: m…

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Q: Use the quotient rule to differntiate the the function. f(x) = [ tan x-1/sec x]

A: Given: fx=tanx-1secx we know that ddxuv=vdudx-udvdxv2                                          ..1

Q: use the general power rule or the shifting and scaling rule to compute the derivative  Y= cos4(ϴ+6)

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Q: IT ysin5x xcos5y, 10

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Q: Find the tangent line to f(x) = , when x = 1. Give your answer in fully 2-x simplified slope…

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Q: Differentiate y=2x/5-tan(x).  I know I need to use the quotient rule but I'm getting something wrong

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Q: Differentiate y = sin (x-y)

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Q: Find the derivative and simply. (a) f(x) = 1+cosx 1-cosx

A: “Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: Determine (tanx sec' x dx

A: We will evaluate the integral.     We know  sec2x - tan2 x = 1            implie, sec2x = 1+ tan2 x

Q: () Differentiate y = tan ex

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Q: Use implicit differentiation to find du/dv if vu+ vo = 5.

A: Solution is given as below:

Q: If fo =sinax find f'x)

A: Finding the derivative of the function using chain rule of differentiation

Q: correct graph of y = sin x, -"sxs 2n and y = csc x, - sxs 2n on the same axis:

A: Solution:

Q: Differentiate: f(x)=arctan(x2)

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Q: Differentiate. 1 - sec x y = - tan x y' =

A: We have to differentiate the function   We have the given function as    y=1-sec xtan x

Q: Find the derivative of the function. f(x) = arcsin(8x) + arccos(8x)

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Q: For which x-value(s) does f have a horizontal tangent line? (list all)

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Q: tan x sec x dx

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Q: Use implicit differentiation to find y'. 7x2 - y? = 28

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Q: Differentiate y= 7^(x)-3sin(arctan(5x))

A: Solution: The objective is to find the derivative of the given function

Q: Find the slope of the line tangent to the graph of y = sin 2xat x = 5π/4.

A: Slope of the line tangent to the graph of y = sin 2x at x = 5π/4. y(x) = sin 2x y'(x) = (sin 2x)' =…

Q: Differentiate and simplify: 2x f (x) = arcsin

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Q: The derivative of y= elanx + tan(e*)+ (tanx)® equals

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Q: 8x° valid to 3 decimal place: 3 For what range of x-values is tan (2x') 2x -

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Q: find the desiuatie Y= 3-tan (x)

A: Given: y=2x3-tan(x) Quotient rule for derivative fg'=f'.g-g'fg2

Q: y = 2 - tan x

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Q: 5, Find derivative y = Cott-tanx

A: We will find the derivative as following.

Q: State the derivative. Do not simplify. f(x)=sin(x) + cos(x)

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Q: f(x) =In(tan¯'x)

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Q: Use a linearization to approximate tan(π/100).

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Q: Differentiate  cosx/x

A: The given function is f(x) =(cosx)/x       = x-1.cosx

Q: Find the derivative of the function. f(x) = arcsin(7x) + arccos(7x)

A: As per bartleby guidelines if more than one question is asked, only one question is to be solved.…

Q: Ex: find lim tanx -Sinx .3 メ→0 /0

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Q: Sketch a graph of y = 2x on [-1, 2] and use geometry to find theexact value of function given

A: Let's sketch the graph of the following function:                                       y=2x…

Q: Differentiate y = tan(x – /1+ x²). y' =

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Q: Calculate f'(1), where f(x) = arcsin(x 2)

A: given, fx=arcsin2x now differentiate given function f'x=21-4x2

Q: Use the fact that sec(x)'= sec(x)tan(x) to find the derivative of arcsec(x).

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Q: Find y lnxy tan (X+9)

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Q: Differentiate y = tan (ex)

A: y=tan(ex)