Answer:
The red plate's area is bigger
Explanation:
To know the area of the plates, we'll need to use A =


Therefore, the radius of the red plate is:
A =

A =
36
A = 113.1

And the area of the yellow plates is:
A = 2(
)
A = 2(
9)
A = 2(28.27)
A = 56.54

Therefore, the red plate's area is bigger since:
113.1
> 56.54
