Consider the following Gauss elimination: What is the determinant of A? det(A)= [100] [10 [1 0 0 -6 7 A 0 0 1A 0 1 ・ E₁ 0 0 0 6 En 0 1 0 E₁A → 0 1 0 E2E₁A → 00 1 0 9 0 EEE₁A 9 -7 0 0 1 0 0 2 Es E₁

Q: dx Evaluate Vet –I

A:

Q: √²³₁(−12xy² + 8x³y + 3)dxdy

A: LetWe have to evaluate the above integral.

Q: 116 and m/2

A: In figure,

Q: b) S dx Vx

A:

Q: Integrate. 5.

A: Using Substitution method,

Q: Evaluate xe 00

A:

Q: Integrate ∫lnxdx.

A: Let us assume u and dv

Q: dy ー1

A: Given:

Q: 1

A:

Q: If mVX =130, find mZY im

A: Given data is : mVX ⏜=130∘ Therefore , ∠VWX=130∘ To find m∠Y Radius is always perpendicular to…

Q: 33x33%3D35× 3X

A: 33 x 33 =35 x 3x

Q: Evaluate Edx ev

A:

Q: Emd antidennative gcx) =Sexto 9(x (sexts x+5

A:

Q: Integrate x² √6 +25 1 dx + C

A: