Given the triple integral √(c+1)²² (+1)+√(c+1)²-2²-² √(C+1)² (+1)-√(+1)²-2²-² Lou L f(+14 i) Sketch the solid G and projection on the xy-plane, ii) Convert to spherical coordinates and evaluate the integral. (a² + y² +2²) dzdydr. 4

Q: (2у? + 4л?) da — rуdy — 0 - %3D

A:

Q: m15 dm + m-2 m - 4 up-

A: The given integral is ∫m+5m-2 dm +∫m2m-4 dm. Evaluate as follows.

Q: Diffelen tiate 2. y = (4-5x)5

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Q: -7.1+(- 1.9)

A: Solving the problem by doing just addition.

Q: 2h-3>15

A: 2h-3>15  add 3 both sides 2h-3+3>15+3

Q: 6. -8 3s+5 1. %3D

A:

Q: x- 5y = 5

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Q: (-8, -5);m=-3/4

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Q: S%3D

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Q: 0.4r-0.13-0.7r=3r-5.74

A:

Q: 6. x - 4y = 16 y 2

A:

Q: 4y = 7/8

A: Given equation,

Q: c/6 = 18

A:

Q: 6 more than the number c

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Q: Y+5>1

A: I am going to solve the given problem by using some simple algebra to get the required result.