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When a sphere is cut into cross sections what is the shaped formed?

When a sphere is cut into cross sections, the shape formed is a circle. This is because all cross sections of a sphere will be circular in shape, regardless of the angle or position of the cut.


What shape has any cross- sections are circles?

any cross section of a sphere is a circle.


If you cut a sphere with a vertical angled and horizontal slide what are the cross sections?

When a sphere is cut with a vertical angled plane, the cross-section will be an ellipse. If the sphere is then cut by a horizontal plane, the cross-section will be a circle. Thus, the combination of these two cuts results in an elliptical cross-section from the angled cut and circular cross-sections from the horizontal cuts at various heights.


What solid figure is a set of your parallel cross sections are circles that are similar but not congruent?

A sphere is.


What is the outline of a cross section of earth called?

A circle. (or approximately a circle if you look closely the mountains and valleys that the cross section cuts through disturb the circle). a mathematical sphere will give a mathematical circle at all cross sections.


Is a circle 3-dimensional?

No. A circle is 2-dimensional. A sphere, however, is a 3-dimensional object with circular cross-sections.


What describes all cross sections of a square pyramid where the intersecting plane is parallel to the base?

All cross sections of a square pyramid that are parallel to the base are squares


What is the outline of a cross section of earth?

Any way you slice the earth, you get a chunk whose outline is a circle. (or approximately a circle if you look closely the mountains and valleys that the cross section cuts through disturb the circle). a mathematical sphere will give a mathematical circle at all cross sections.


What degree in cross section of a sphere?

Every cross-section of a sphere is a circle.


What are the vertical and horizontal cross sections of a rectangular pyramid?

The vertical cross sections are trapezia or triangles. The horizontal cross sections are rectangles which are mathematically similar to the base.


The shapes of the horizontal cross-sections of the cone below are not all congruent.?

True


Are The shapes of the horizontal cross-sections of the cone below are all congruent?

True