Given f(x, y) = 6e sin(2y) %3D Question Help: OVideo

Q: 2x-1 dx

A: Given,

Q: Evaluate sec(4x) tan(4x)dx Select one: sec(4x) a. +C sec(z) b. +C 4 C. sec(4x) + C d. 4 sec(4x) + C

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Q: |a?V- 2 dx.

A:

Q: Find  when y = sin x.

A: Consider the following equation:

Q: Convert r = 6(sin(0) + cos(0)) to an equation in rectangular coordinates in terms of x and y.

A:

Q: Integrate the following: x4 -dx 5 (4xº + 9) “

A: Given Data: Integrand: ∫x44x5+95dx One important rule of integration is, ∫fxnf'xdx=fxn+1n+1+C…

Q: Differentiate: V=x° Inx- Z x²

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Q: a) Integrate the following functions i. (-2x² – 9x – 7)dx (4x* – 9)* (20x“ )dx. [-4e"dx ii. iii.

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Q: Solve (cosx)dy = (sinx)dx

A: The objective is to solve the expression cosxdy=sinxdx

Q: Find the Of the : horizontal shift of Sinusodal function -2sin(4t -l) +5 %3D

A:

Q: find the Joriative Y= 3x° seccx)

A: Here we find the derivatives of given function.

Q: (Vx + 3) ° dx

A: We have used integration by substitution We took , √x = t  And then again at the end we found…

Q: Find x³ + 6x°) dx Preview

A: Given integration:

Q: Dsinx-sin3x [3] sin³x = find D and E. %D E

A: Solve for D and E

Q: Which of the following is correct? dx dx 2 + C 3x 1 Arcsin* + C 2x { A} S = Arcsin: {C} f V4-9x2…

A: Option C is   correct Answer

Q: Differentiate: y = tan(8x2 – 3x*)

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Q: y = sinx, x = 0, y = 1; about y = 1.

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Q: sec2 ) 15. Evaluate. - x2 dx

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Q: Find dy :

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Q: Q.2: Evaluate: -2 2 dx 1 I = x2 - 8.

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Q: Pind the deriatie Y=-5 Sin (4x)

A: By using differentiation formula, we calculate the derivative of given function.