In AVWX, VX is extended through point X to point Y, mZXVW = (3x + 13)°, mZW XY = (9x – 14)°, and m2VWX = (x + 8)°. Find mZWXY. %3D - Answer: Submit Answer attemnt 1 out of 2

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A: Given: JKLM is a parallelogram.

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Q: dóllars) of iscuss which of the models below the company might pref b.

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Q: Use separation of variables to find an explicit solution. xyy' = 2xy² + y² %3D

A: Follow the steps below to solve a differential equation by the variable separation method. First,…

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Q: Use Gramer's Rule to Find K,y and Z -y-2Z = -8 + 32 = 2 %3D 7X +y+Z = o

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Find mZR. R 7 mZR %3D Submit

A: Solution: The objective is to find the required angle

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Q: 12. Calculate the area and volume of a sphere knowing that the length of its equator is L = 12p cm.

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Q: Let W = {a + bX + cX² + dX³; a – b = 0, c = 4b,}. Then the dimension of W is %3D 4.

A: We will find the dimension of W

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Q: Why doesn't the constant O have a degree?

A: Given: Zero polynomialp(0)=a0+a1 (0)+a2 (0)+...+an (0)

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Q: AB intersects CD at E. If the m AED = 6x - 20 and m ZCEB = 2x + 60, find the ZAEC. %3D

A: AB intersects CD at E. angle AED=6x-20 angle CEB=2X+60

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A: Fx is partial differentiation of F with respect to x.

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A: First simplyfy the given differential equation.Then taking integral on both sides and solve it.

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Q: O Evaluate, (a) / 3y* In (y) dy

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Q: Q4\ If A(x,y, z) = 3x²i + 3zj – 3xk find the Div (Grad A). %3D |

A: Explanation of the answer is as follows

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Q: If A = 2x2'i– yzj +3xz'k and ø=x³yz, find V×(ø4)at the point (1, 0, -1).

A: Given A = 2xz2i - yzj + 3xz3k and  ϕ = x2yzSo, ϕA=  x2yz(2xz2i - yzj + 3xz3k)     =  2x3yz3i…

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A: We have to find differentiation

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Q: wver: EB %3D Submit Answer attempt 1

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Q: Resuelva y "+ y'– 6y = 2x por coeficientes indeterminados.

A: Given

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Q: $ Find the goneral Solutim of the differen tial equatim : (D²-60 +10)y =20-e2x

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Q: Given MZWXZ = 96°, find MZYXZ. %3D W (x + 1)° (7x - 1)° V Z

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Q: Find the gereral Solution of the fille d dffferential equation. 3,n1 %3D | -

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Q: m/HGJ = 110°, mZJGF = 2x + 36, and m/HGF = 146 + x. Find x. %3D %3D H F

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Q: Use L and f' to solue ťtzyz fit), y0=5,where (2, 2)

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Q: let y"(x) + y(x) = 0 be given What would be a suitable solution y(x)?

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Q: H = 2 = 0, n2 = 22 and n, 18, thus df is: %3D %3D

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Q: A- If y = e3x and y = e-3x , prove that: - d²y - 9y = 0 - dx2

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Q: derive and Provide an  in-depth solution of the following

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Q: y™ -2y = 0 %3D

A: Given the differential equation y''''' - 2y'''' = 0. Auxiliary equation is m5 - 2m4 = 0

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A: We are solving the first question and for the next question post the question again and also mention…

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Q: The solution of the IVP y" + 9y=0, y(0) = 1, y'(o) = 0, is %3D

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Q: Find and of a = V1-tand y = t - 3t? %3D = -4tV1-t %3D =-4tV1-t 4 4t V1t 4tVT+t

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Matrices

‘Matrices’ is the plural form of the word matrix, and it is basically a spreadsheet in the form of a box. In mathematics, various functions can be carried out with matrices. Generally, a matrix comes in the shape of a square or rectangle. The elements are distributed horizontally in the form of rows, and vertically in the form of columns.