out the ar and y axes shown in the figure and the z' and y' axes with origin at the centroid. y = a√bx

Q: ABC is rotated around the line x=0 to produce a solid. What describes the shape of the solid?

A: While rotating the triangle around x=0 it becomes a cone

Q: Find the parametrization for the line segment beginning at P1 and ending at P2. P1(-3,0,-5)…

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Q: 3x, - 2x, + 4X3 = 1 X, + X2 - 2x3 = 3 2x, - 3x, + 6x3 = 8 Select one: O a. x,=1,x,=3, x,=1 O b.…

A: From Cramer's rule,                                  If , ∆=0 then given system has no solution.

Q: Find three different parametrizations of the graph of y = x3.

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Q: -3 10. y = 5t-³ +7t-8/3

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Q: Q/Prave that DEdz<2TTC Where c is unit cirele withoet findim the Valkuc of the intgrat Solve the…

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Q: Find an equation of the povalbola in standovet form focus at F(-4,0) and divectrix ;X=-4

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Q: I need a 3d sketch of the equation  Z=x+xsiny+xy

A: z=x+xsiny+xy

Q: Solve the following differential equation using the Method of Undetermined Coefficients y"+y' - 2y =…

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Q: find a parametrization for the curve. the line segment with endpoints (-1, -3) and (4, 1)

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Q: Generate a 3D plot based on the equation z=sin(x) +cos(y), both x and y range from 0 to 2 pi. Please…

A: [x,y]=meshgrid(0:2*pi); z=sin(x)+cos(y); surf(x,y,z)

Q: Find tvo earlyindefendent. Selution of the "differential equntion and als. varify he

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Q: particle started at A(1,0) circled the origin once  an d returned toA(1,0) .what were the change in…

A: Given: A particle started at A(1,0) circled the origin once  and  returns to A(1,0)

Q: Find the points of intersection between r =2 cos20 andr=- %3D 1- cose

A: To find the intersection point two curve we have to find r,θ by solving given curve.

Q: nJI = (3x + 2)', MHLK = (15x – 36)', and mZHMK = (8 %3D %3D K D 138 O 140° O 204 O 151 1 2 3 4

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Q: Derive equations to describe displacement of a cam that has the following characteristics in the…

A: Solution