The formula is:
Perimeter = (distance all the way around the figure).
Exactly how you implement the formula depends on
the shape of the figure you're working with.
Perimeters are not defined in the context of 3 d shapes.
Normally perimeters are are only applicable to 2 dimensional shapes.
With great difficulty because a cone is a 3D object and only 2D shapes have perimeters
The sacle factor between two shapes is the same as the ratio of their perimeters.
There is no perimeter of a circle. Only flat shapes have perimeters. You can however, find the circumference, surface area, and volume.
Perimeters are not defined in the context of 3 d shapes.
The formula for finding out perimeters of shapes is length+length+height+height=perimeter or what else you can do is (lengthx2)+(heightx2)=PERIMETER
Oh, what a happy little question! You see, a cone doesn't have a perimeter like a circle or a square. Instead, we measure the distance around the base of the cone, which is called the circumference. To find the circumference, you can use the formula C = 2Οr, where r is the radius of the base of the cone. Just remember, there are no mistakes, only happy accidents in math and in art!
You cannot. Information about the perimeter is not sufficient to determine the length.
Normally perimeters are are only applicable to 2 dimensional shapes.
With great difficulty because a cone is a 3D object and only 2D shapes have perimeters
Their perimeters are in the same ratio.
The sacle factor between two shapes is the same as the ratio of their perimeters.
There is no perimeter of a circle. Only flat shapes have perimeters. You can however, find the circumference, surface area, and volume.
All polygons
"18 perimeters" is is a meaningless phrase since there are no units of measurement. It is like asking how tall are 18 heights?
There are different formulae for the sum of angles (internal and external). for areas, for perimeters etc. Furthermore, "rest of" implies that you already have an answer for some polygons. But which ones is not indicated in the question.