Shown in the picture below are three concentric (having the same
center) circles. Let's name them small, larger and largest. You are
blindfolded and throwing a dart at the target. What is the probability
that the dart will hit the white area inside the circles ? The white area
is formed by the small circle and by the area between the larger and
largest circles that looks like a ring. Assume that the dart you throw,
will hit somewhere inside the largest circle.
Enter your answer as a decimal.

Shown in the picture below are three concentric having the same center circles Lets name them small larger and largest You are blindfolded and throwing a dart a class=

Respuesta :

Answer:

.68

Step-by-step explanation:

The radius of the largest circle is: 2+1+2=5

The area of the largest circle : [tex]\pi (5)^{2}= 25[/tex] sq units

The radius of the larger circle is: 2+1=3

Area of the larger circle is: [tex]\pi (3)^{2}=9[/tex] sq units

The area of the smaller circle:[tex]\pi (1)^{2} = \pi[/tex]

[tex]25\pi - 9\pi = 16\pi \\16\pi +1 \pi = 17\pi \\\\17 /25=.68[/tex]

DO NOT USE THE (pi) for the last step