The f2e4t sec2e4t dt is {A} = = tan e 4t + C {B} = sec³e4t + C 16 {C} /e4t tan e4t + C {D} et sec³e4t + C

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A: Cylindrical Coordinates :       x= r cosθ  , y= r sinθ , z=z

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A: Topic:- integration

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A: To find the maximum value of the function.

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A: We can solve as follows

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Q: analyze and trace the given curve y = 2x3 + 3x2 - 12x + 7

A: Given:

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Q: d the amount of money that accumulates when $310, 000 is placed annually into a non-interest-earning…

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Q: 6. [ID # ending in 9] J3 w Find дх ду дz if w — exyz = 0.

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Q: Solve the system using Cramer's Rule. - 6z + 2y + 6z = – 14 - 3z - 4y + 5z = – 6 - 5z + 3y –2z = 1…

A: To solve the following system of equations bu using Cramer's…

Q: 95 Μ: Μα (2) Σ k = (0) Σ 23 . = k=1 115 « Σ 6k +4 = k=1 k=1 95

A: Given problem:-

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Q: If A =27+7-, B =-T+27-4k, and A +B +C =27+7+ 2k, what is C? 7.

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Q: If f(x)=3+3x−5x^2 find f′ (-3).

A: Solution: f(x)=3+3x−5x2

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Q: find a formula for the function passing through (-1,5/3) and (1,15).

A: Solution: Given : (-1,5/3) and (1,15) We know the exponential function of the form f(x) = aebx

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Q: Problem 1: Obtain ODE by eliminating arbitrary constant A, B, and C y = A e2x + Be + C

A: To find out the ODE by eliminating constant A, B and C.

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Q: Find the arc length L of the graph of r(t). r(t) = 9 cos(t)i +9 sin(t)j + tk, 0≤t≤ 2π

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Q: Problem 1: Obtain ODE by eliminating arbitrary constant A, B, and C y = Ae2x + Be + C

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Q: 7) Relative to an origin O, the position vectors of the points A and B are given by OA P (-) and OB=…

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