Find y': y = ar csc(2a2)

Q: Find g'(x) for the given function. g(x) = V3x g'(x) = %3D

A: We need to find the derivative of gx=3x

Q: y = e"(1 – y²), y(0) =

A: We will find out the required solution for given differential equation.

Q: Differentiate and simplify this function g (y) = y3 / ln(2y)

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Q: Use Exact, Then solve (1 = In(x) +)) = (1 – In(x))y`

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Q: Find y' and y". In(2x) y = 1- In(32) y' y"

A: The given function y = ln(2x)/(x^5):   Find the first derivative of the function y = ln(2x)/(x^5)…

Q: find y ' and  y" y = ln x /x 2

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Q: Find y'. In(5x) y = 4x y' =

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Q: second derivatives of f(x.y) = (x+y) e.

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Q: Given g(x) = 2x² + 6 what is g'(38) ? %3D

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Q: dx x(1+ln² x)

A: Given : ∫dx/x(1 + ln2x)      .....(1) Let ln x = t Differentiating both side w.r.t. x 1/x = dt/dx dt…

Q: y =- sec (Inx) у %— — sec Find (y') x csc (2lnx)| |

A: Given,          y=-sec-2lnx

Q: If y=In(e), then y' =1. True False

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Q: Determine h′(x) if h(x)=(cot−1(x))5.

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Q: Finding the rate of change of the function defined by y = x³ and evaluating it at x=9 units yields…

A: topic - rate of change of function

Q: 3. Find all of the equation. (а) у —х (c) y' = x Inx (e) y" = 2xe*

A: A differential equation is an equation that involves derivatives or differential coefficients or…

Q: 7) | sec x. dx

A: Given:       ∫ sec5x dx

Q: Cosh sec (3* Find (y')(3**) -X+1 y = log, 3

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Q: Solve the IVP y' = [, y+,yc0) = [2]. [et y + -1 3.

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Q: ga)= 3(5x²-2 Vn) FIND g'k)

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Q: Differentiate the function. g(x) coth-! (2x + 1) Give your answer in exact form. g'(x) =

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Q: y' = = x/n(x)

A: We can find the derivative of the given function by using logarithmic differentiation.

Q: Morphine is administreted to a patient intravenously at a rate of 2.5 mg per hour. About 34,7% of…

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Q: Find exact value(s) for x such that 3e" - e' = 0.

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Q: у %3DIn(In sec x)

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Q: ylz)=e y(-2)=:

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Q: Find y'. In(5x) y = 7x

A: SOME RESULTS:     IF y= f(u) and u=g(x) then,  dydx=dydududx.      ddxuv=vdudx-udvdxv2,v is non…