cey dy dr = %3D

Q: Scosh(2tn(x)dx

A:

Q: 9x dx

A:

Q: SX In2x dx

A: given :

Q: S x²(csc2x³)(cot2x³)dx

A:

Q: xp %3D tanx dy =(4+y) Seix

A: (b) The given equation is , ytanxdydx=4+y2sec2x ydy4+y2=sec2xtanxdx    Now integrate…

Q: Evaluate the integrals

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: 6x Sxe хе dx

A: Using the integration by parts, it can be written as follows. ∫udv=uv−∫vdu

Q: Se csc x dx

A: Given: I=∫cosecxdx For evaluating given integral, we multiply and divide given expression with…

Q: Stan5 x sec³ x dx

A:

Q: 33x хе x³e³x dx S

A: This question is based on integral by parts.

Q: 4 x* dx

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Q: + 7x) dx

A:

Q: Calcula "x" si

A: Calcula "x"Complemento de "x" : 90° - xComplemento de"3x" : 90° - 3x

Q: 25 25x? + dx

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Q: 9x + dx

A:

Q: |a?V- 2 dx.

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Q: 10) Secx · CSCX dx

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Q: 19 = xp X + 14 dx

A:

Q: COS ydy

A: We have to calculate the given indefinite integral

Q: S tan?2xsec*2x dx

A: Use the trigonometric identity, sec2x=1+tan2x , while simplifying the given integral.   Use the…

Q: Evaluate dx. xVx* +1

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Q: (3+ 5x)°dx

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Q: fe7x-3 dx

A:

Q: Sese xcor'x d csc°xc xcotx dx

A: Given: I=∫cosec5xcot5xdx For evaluating given integral, first we simplify given expression So,…

Q: 2 35x dx

A: Indefinite Integration

Q: 4x dx

A:

Q: S xlnx dx

A: We have to solve

Q: 1. | e8x dx

A: Integration by substitution is a way to integrate the expression when the expression's derivative…

Q: S2xe dx

A:

Q: $ 5 dx + 4xdy =| %3D

A: Given that: The line integral is ∮C 5y2 dx + 4x2 dy , where C is the square with vertices (0, 0) , (…

Q: De a b c formule

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Q: xp,x- x' V5 -x*dx

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Q: O B. O В. dx

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Q: 1x1 dx evolute

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Q: Find (6æ° +3x?) dx

A: We know that integration of xn is -      =   xn+1/n+1. Here i attached solution of this question.

Q: (seč lix) dx

A:

Q: – 5x*) dx

A:

Q: Se dx

A:

Q: S xet dx

A: The solution of the given integral is xex - ex + C

Q: csc y° = sec

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Q: dy csc csc y

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Q: Evaluate 7x+2 dx.

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Q: 4 – Vx dx

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Q: t to 2 decimal places.

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Q: Evaluate 52 dx

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Q: Find dzy 9 dx?

A: We will use the formula uv' = u'v+uv' Given y=sinuu=x2ex Then dydu = cos u dudx = 2xex+x2ex We know…

Q: 13) dx

A:

Q: t3X dx

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Q: V22 + 10x + x² dx

A: