Question

A circle is inscribed within a square, meaning the circle’s diameter is equal to the square’s side length. The length of the square is 16 centimeters. Suppose you randomly threw a dart at the figure. What is the probability the dart will land in the square, but not in the circle?

Answer 1

Answer:

Step-by-step explanation:

Answer 2

Answer:

(4-pi)/4

Step-by-step explanation:

Radius of circle=8cm(since diameter =square's side length which is 16 cm)

Area of circle=8*8*pi

                      =64 pi

P(dart goes in circle)=area of circle/area of square

                                 =64pi/16*16=pi/4

P(dart does not go into circle)=1-P(dart goes into circle)

                                                 =1-pi/4

                                                  =(4-pi)/4