The base of solid is given by 9x² +4y = 36 on the xy-plane. The cross section is a square that is perpendicular to x-axis. Find the volume by stacking cross section area along x-axis.

Q: Determine the volume of the rotating object that occurs if the area of ​​the curve y1 = - x2 + 4 and…

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Q: 2 = √x²+y²² with cone +2=4 Find the volume between the spheres. draw the shape. x²₁y² +2²=2

A: We need to find the volume between the cone z=√(x^2+y^2) and the sphere x^2+y^2+z^2=4

Q: The section delimited by the function 4x² + y² = 4 in the first quadrant rotates around the x-axis.…

A: We have to find the volume of the solid generated.

Q: Find The volume of the Pasaboloid Solid by 2 - 4+2x² + 2y² and 7-3x²-3y² the

A: To Find: Volume of the solid region bounded by the paraboloids z=-4+2x2+2y2 , and z=7-3x2-3y2.

Q: Find the altitude of a rectangular closed box with volume 100 cubic inches with length twice the…

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Q: Please write according to Mathematical notation f(a): 20 ve g(x) = -2x + 14 fonksiyonları veriliyor.…

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Q: Find the volume of the solid generated by revolving the area of a circle. (x-3)²+y²=9; about the…

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Q: B. collegiensis bacteria are rod-shaped with rounded poles. It measures 2.65 um in length by 1.8 pm…

A: Given: bacteria is rod shaped with rounded poles. Length = 2.65 um width = 1.8 um

Q: A metal casting is done with the limits of x-y = 4 and x = y2 - 4y+ 4, which is revolved around the…

A: Metal casting limits is x-y=4,   x=y2-4y+4 (about x -axis) Now v=π∫x1x2fx2-gx2dx

Q: Find the surface area of  a sphere when the volume is 750 m^3

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Q: To calculate: The dimension of the rectangular solid with a square base that yields the minimum…

A: The rectangular solid has a square base. Let the dimensions of the rectangular solid be x, x and y.…

Q: x=linspace(1,5*pi/3,50); y=linspace(-pi/2,pi/2,50); z=3*sin(x)^2+y^2+7; how many square units of…

A: The given function is z=3y2sin2x+7 and x=1,5π3,50 , y=-π2,π2,50. To determine: How much fabric is…