circle with radius 1m is known, by definition, to have an area A = π [m²]. Using the
equation for a circle and the known area of a unit radius circle, determine the value of π
through the mid-point rule, trapezium rule and the Simpson's rules numerical
integration approaches.
Providing evidence of your approach in a spreadsheet or word document, vary the
number of strips n to be n = 6, 12, 18 and 24, 48, 96, and 192.
Comment on the accuracy of your results.
Again, providing evidence of your approach in a spreadsheet or word document, what
number-sided polygon would be required to obtain the same level of accuracy (i.e.,
accurate number of decimal places) of as when n = 192 using the polygon
approach (see Week 1 of the module)?