Find Dxy. y = x6 - csc x + 4 O 6x - csc x cot x O 6x5 6x5 + csc x cot x O x5 - cot?x + 4 O 6x5 + cot?x

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Q: 6 后 X-T dx

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Q: S(1+secx)³dx

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Q: sec4 dx

A: The integral is . Let . Differentiating both sides.

Q: Cosx

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Q: 1 -dx V 9x² + 18x + 45 2

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Q: S cor 3ydx có

A: We need to find integral value.

Q: . If OM = 8 and MY = 9, what does XZ equal? a. 6V7 b. 2V17 c. V145 d. 30

A: Consider the given diagram, it is given that OM=8 and MY=9. here the objective is to find the value…

Q: 14. Evaluate. dx xvx2-1

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Q: 1. cot? 2x csc* 2x dx

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Q: ex e2x + 1 S=² dx

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Q: 6x dx. Jo 1+x2 9. Evaluate

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Q: dx L2 exp %|

A: Given integral is I=∫-∞∞e-x2L2dx This type of integral cannot be done using elementary integration…

Q: Evaluate dx 2 1-x

A: We have to evaluate ∫23x1-xdx. We know that ∫dxx2-a2 = 12aln x-ax+a+C

Q: Jo tan 5v sec 5v dv

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Q: JJJ 1 xyz dx dy dz

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Q: 3 X dx V16 – x? 16— х*

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Q: 12

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Q: Evaluate 3x? dx and , 3x² dx.

A: ∫02 3x2 dx=3x3302=x302=23-03=8-0=8

Q: dx Jo V169 + x² 0.

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Q: L Vx + 12x2 + 5 tanx dx

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Q: + 2x ) dx

A: Step:1  Given:-             ∫(15-2x3+2x)  dx  To find:- Evaluate the integration

Q: Evaluate dx

A: To find- Evaluate ∫01x2 ln1x3dx      Formula Used-  ∫ u v dx = u ∫v dx - ∫ddxu ∫v dxdx

Q: 2. secx d X secx

A: ∫sec2x5-sec2xdxPrepare for substitution, use:sec2x=tan2x+1

Q: Evaluate x²7² dx

A: We will use u.v rule of integration.

Q: 2 Væ2 – 3 dx V3

A:

Q: . If the radius of 00 is 13 and XZ = 24, what is the distance from 0 to chord XZ? a. 5 b. 8 с. 11 d.…

A: According to the given information, XZ=24OX=13   Radius of a circle