Question

;elp

Answer 1

@Michele_Laino. Please explain

Answer 2

@DanJS. P)ease explain. Both parts please

Answer 3

To find the probability of hitting the black circle, you have to compare the area of the circle to the area of the white region

Answer 4

They give you the diameter is 2, so the radius is 1, and the area of a circle is

pi*r^2 = pi* 1 = pi

Answer 5

The area of the white region , is the area of the square take away the area of the circle

100 - pi

Answer 6

Ok can u explain both answers please

Answer 7

you get that part

Answer 8

The probability of hitting the black circle is the ratio of the two areas...

\[\frac{ Area~circle }{ Area~white } = \frac{ \pi }{ 100-\pi } \approx 0.032\]

Answer 9

only about 3.2% chance

Answer 10

0 is no chance, and 1 is garunteed 100% , so it is very much closer to zero than 1

Answer 11

So thats the answer for part A

Answer 12

yea

Answer 13

part b is less work, since you know the chance of hitting the circle is 0.032, then the chance of hitting the white area is

1 - (chance of circle) = 1 - 0.032 =

much closer to 1 for the white region

Answer 14

Because it is assumed he hits the board somewhere every throw , i guess, no missing

Answer 15

so

(chance circle) + (Chance white) = 1

Answer 16

Can you explain Part A again please