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What else can I help you with?
How would you describe all the rotational symmetries?
To describe a shape's rotational symmetries, you would write the angle. For example, let's use a square. If you rotate a square 90 degrees, it will look exactly the same, and 180 will be the same too, so a square's rotational symmetries are 90 and 180 degrees.
Describe all of the point symetries that a sphere would have?
A sphere is as symetrical as any shape can get. It has an infinite amount of lines of symetry if that line goes through the center
How would one describe a sphere?
There are various characteristics and attributes that would describe a sphere. A sphere is a perfectly symmetrically round or circular three dimensional object.
How would you describe a clown's nose?
By saying: It is a red sphere.
How would you describe the shape of the earth?
a sphere or 3D circle
Has no faces bases edges or vertex?
A sphere would fit the given description
What would all the points equidistant to a given point form?
A circle or a sphere would seem to fit the given conditions
Can centre of mass of a body can exist at point where there is no mass of the object?
Yes. For example, the center of mass of a hollow sphere would be at the empty center of that sphere.
What plane shape can you make by tracing a sphere?
Technically you can not trace a sphere. If the base conditions are the same as for the other solid shapes, for example a cylinder, there is a base on which the cylinder rests, which creates the circle when it is traced. A sphere on a base would be touching in one point, which would be a dot. If you trace half a sphere, yes, than you do get a circle.
How would you describe slope?
the gradient of a graph at any point.
What is a point that is the same distance from each point?
It's the middle point of line. Hardly! How far would that be from a point 3/4 way along the line? Try centre of a circle, or of a sphere.
How would you describe a nearsighted person?
The focal point is in front of the retina
