If  h(x) =    5 + 4f(x),  where  f(4) = 5 and f '(4) = 2,  find  h'(4).

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A: This is an exponential function. 

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A: As you have asked multiple subparts so I have answered first three subparts as per the guidelines.

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A: We will find the limits. 

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A: Given problem:- Find the vector equation of the line, L that passes through the points P (2, -2, 8) ...

Q: X1 + 3x2 + 5хз + 7x4 3D 8 7x1 + 9x2 + 2хз + 5x4 3D 0 GAUSS-JORDAN ELIMINATION 2. 5x1 + 7x2 + 7x3 + 7...

A: We can rewrite the equations as follows:-    

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Q: Find the least common multiple (LCM). 45, 56, and 150 O A. 12,600 О В. 1,050 С. 1,260 O D. 2,520

A: We can find the LCM as below.

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A: Given problem:- How many saddle points does the function f(x, y) =116 - 18x - 66y + 9x2 + 11y2 have?...

Q: + 3х — 1 V4r6 – 2x lim -00

A: Given that:limx→-∞x3+3x-14x6-2x

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A: Given that: 1. f(x)=3x2+2x2. f(x)=1x3. f(x)=8x-2

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Q: Use implicit differentiation to find y' and then evaluate y' at (3,4). 8x? - y° - 8 = 0 y' =D y'l(3....

A: The given function,      8x2-y3-8=0

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A: Given 7lnnnn=1+∞

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A: Follow the procedure given below.

Q: 3, use the separatibn of Variables and solve the following equatibn %3D

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A: Series  convergence and divergence 

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A: Find your answer below 

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A: topic- polygons and angles

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Q: Evaluate the following:

A: Given that: ∫(6x2-4x+1)dx

Q: Can someone help me solve this question? (Need step) thanks!

A: Topic:- function

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Q: The measure of each interior angle of a regular hexagon is

A: Measure of interior angle of regular hexagon

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A: Wi will use partial fraction to solve the given problem.

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Q: 구 -8 -6 -5 -4 -3 4 6 -2 -4 -6 -7 -8- lim f(x) = Enter the limit. If the limit is o, enter oo. If the...

A: We have to find limit.  

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A: Projectile motion 

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Q: If x2+y?+z? = 9, dt dx dy = 7, find zp dt when (x, y, z) = (2,2,1). = 8, %3D %3D dt dz dt X when (x,...

A: Given x2+y2+z2=9dxdt=8, dydt=7     

Q: 5. f(x) = In(x + 5) – 2 Domain: Range: Equation of Asymptote: End Behavior: lim f(x)= x→-5* lim f(x)...

A: Given : f(x) = ln(x+5) -2 To find : Domain, Range, Equation of Asymptote, and End behavior. 

Q: Consider the following integral: dx I = Vx - x² a. Use the substitution u = x - ; to show that I = s...

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A: