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What shape does vertical cross section of a sphere create?

Updated: 4/28/2022

Wiki User

∙ 13y ago

Best Answer

a circle !

Wiki User

∙ 13y ago

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Continue Learning about Geometry

What shape does the horizontal cross section of a sphere create?

A circle

What is the cross section of a basketball?

A basketball is a sphere so a cross-section would be a circle.

What is a cross section of a basketball?

A Basketball is a sphere so a cross-section would be a circle.

What is the cross section of a sphere?

always a circle.

What is the radius of a cross section of a sphere that is 3 units from the center of the sphere?

If the radius of the sphere is R units then the radius of the cross section is sqrt(R2 - 32) Therefore the cross sectional area is pi*(R2 - 32) square units.

Related questions

What shape does the horizontal cross section of a sphere create?

A circle

What degree in cross section of a sphere?

Every cross-section of a sphere is a circle.

What is the vertical cross section of a cone?

The vertical cross section of a right vertical cone is a triangle if that cross section is taken from the vertex. Any other vertical cross section will reveal a hyperbola (with endpoints on the base of the cone). A link can be found below.

What is the cross section of a basketball?

A basketball is a sphere so a cross-section would be a circle.

What is a cross section of a basketball?

A Basketball is a sphere so a cross-section would be a circle.

What is the cross section of a sphere?

always a circle.

What shape is the cross section of a sphere?

A circle.

What shape is the cross-section of a sphere?

A circle.

Will the cross section of a sphere always be a circle?

yes

What is the radius of a cross section of a sphere that is 3 units from the center of the sphere?

If the radius of the sphere is R units then the radius of the cross section is sqrt(R2 - 32) Therefore the cross sectional area is pi*(R2 - 32) square units.

What is the area of the cross section of a sphere that is 12 units from the center of the sphere?

That depends on how many units there are in the diameter of the sphere. * * * * * If the radius of the sphere is R units then the radius of the cross section is sqrt(R2 - 122) Therefore the cross sectional area is pi*(R2 - 122) square units.

What do you notice about the cross section of a solid sphere?

Every section of a solid sphere is a filled-in circle, i.e. a disk with zero thickness.

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