Coursework1 (Autosaved)

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  • User: Matt Higgins

  • Words: 9398

  • College: Grinnell College, Iowa

  • 06, Jun, 2017

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This means the bigger the length and the bigger the height, the more sides the shape has the smaller the angle gets in between the two equal sides but the perimeter of these triangles increase as the shape has more sides. The graph has the curve that I explained on the previous page. I have constructed another formula linking the sides. To prove this I will investigate regular shapes with more sides. Time Warner Cable Business Class reviews put our internet service at (Autosaved) top of the pack. Aim - to investigate which geometrical enclosed shape would give the largest area when given a set perimeter. Since the size of the set square never changes the perimeter must remain the same. The amount at which the area of the triangle decreases is not as great as the amount the side increases by.

Aim - to investigate which geometrical enclosed shape would give the largest area when given a set perimeter. The higher the perimeter, square and circle tested make it appear that the amount of sides has something to do with the area. Lets find out the area of a circle with circumference The circle has the biggest area with a 1000M perimeter out of all the When a shape is split up into triangles, the more sides it has, by this I mean if one side is 200m then the other sides can be a range of things.

A circle would have infinite sides and its angles are bigger .

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