Logged out
Access All our Essays in an Instant
Swap your work for FREE access, or pay £4.99 for instant access
An Investigation into the Varying Isoperimetric Quotients of Differing Shapes.
Member rating:
(2 votes)
| Words:
| Submitted: Wed Oct 08 2003
Page Preview
On the left is an image preview of every page of this document, and below are the first 150 words with formatting removed:
An Investigation into the Varying Isoperimetric Quotients of Differing Shapes The purpose of this investigation is to find. 1: To find a general formula for the IQ of regular shapes. 2: To find a maximum and minimum IQ of shapes. 3: Try to find a pattern linking between the IQ and the dimensions of the shape. To do this the investigation will be conducted with varying techniques to gain a general formula. Some of these techniques are; 1. Trigonometry 2. Algebra 3. Area and perimeter of all shapes A developing pattern in results. When studying the results for each shape, one fact becomes apparent the higher the number of sides the shape has, the higher the IQ. A circle, which has an infinite amount of sides, has the highest IQ of all shapes. Therefore, shapes with a high number of sides also have a high IQ due to their similarity with a circle. It also stands to reason the triangle had...
Get instant access
- Instant, unlimited access to our documents in full
- Swap your work for free access, or pay £4.99
- To see the full version of this document and 145,982 others
Receive email updates for this category
- Simply tell us your email address and receive a weekly Study Help Email for FREE
- Receive 3 FREE essay views with each email
- Get all the latest essays from Coursework.Info & discussion from TheStudentRoom.co.uk
