Question

a circular table has a radius of 56 cm. What is the smallest area a tablecloth could have in order to cover the top of the table completely? ​

Answer 1

9852.03456166... cm^2

Explanation:

Solve for the area of the circular table:

`A=\pi r^2\\A=\pi 56^2\\A=\pi 3136\\A=9852.03456166...`

The tablecloth must have an area greater than 9852.03456166... cm^2 to cover the top of the table.

Answer 2

112 because you have to take the radius x2 to get the diameter