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Q: Water sits in a hemispherical bowl of radius 7 cm. The depth of the water is 2 cm (i.e., from the…

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Q: cores are cylindrical samples of ice taken from glaciers or ice sheets; because the ice in these…

A: It is given that radius(r) = 5.4cm Height (h) = 470cm

Q: A pipe was cut into two and looks like this as attached in the picture.  Imagine both circle have a…

A:

Q: ortion of the surface z = 3x + 20 that lies inside x^2 + y^2 = 4. Sketch the surface accurately.…

A: Introduction: The formula of the surface z=f(x,y), that lies inside the region R is given by,…

Q: A cone has a volume V. What base radius and height will minimize the lateral surface area?

A: Given, a cone with volume V. Let the slant height of the cone m , radius R and height H.   The…

Q: explain and illustrate how you could find the volume of a sphere of radius R using the techniques of…

A: To determine: The volume of sphere of radius R using the techniques of solids of revolution. set up…

Q: What is the volume of the solid generated by revolving about the x-axis, the region bounded by y =…

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Q: The surfaces p = 1 + 3 sin mo sin no have been used as models for tumors. The "bumpy sphere" with m…

A: To find the volume enclosed by the surface defined by the equationρ = 1 + (1/5)sin(mθ)sin(nϕ), where…

Q: *Sketch all appropriate regions or solids.* Change from eylindrical to rectangular: IL rdzdrdo .…

A: To find- Change from Cylindrical to rectangular: ∫02π∫01∫r22-r2r dz dr dθ. Sketch the solid Q and…

Q: How to calculate the volume of a complex 3D figure that has both spherical and flat parts?

A: Given: A complex 3D shape has both spherical and flat part. To determine: Method for finding volume…

Q: Determine the dimension of a rectanglular solid with a square base with a maximum volume of its…

A: Volume V=x2y Surface area=2x2+4xy