How do you find the area of a circle with a radius of 2 cm?

1 Answer
Sep 5, 2017

A= #12.57 cm^2# rounded off to two decimal places.

Or A=#12.56 cm^2# Not rounded off.

Explanation:

Using formula:

Area of a circle = #pi# x #r^2#

Given that #r^2#= #(2 cm)^2#

So we have= #pi# x #2^2#

Which is #pi# x #4#

You will need a calculator to solve it to the exact value, but you can also just use 3.14 as #pi#, it works too, only problem is that using a calculator will give you a more precise value than using just 3.14, so there will be two answers.

Using non calculator equation #3.14# x #4#

That equals to #12.56 cm^2# exact using.

Using calculator equation #pi# x #4#

That equals to #12.56637061#

Rounding off to two decimal places which is #12.57#