If the total area of a dartboard is 30,000 mm2 and the area of the bull's-eye is 1000 mm2, what is the probability of getting a bull's-eye?

A6%
B3%
C33%
D25%

Verified Answer :

chances of hitting bull's-eye is \(\frac{1000}{30,000}\) that =\(\frac{1}{30}\) 1-:30= 0.03= 3%

Answer:

The correct option is B.

Step-by-step explanation:

It is given that the total area of a dartboard is 30,000 mm² and the area of the bull's-eye is 1000 mm².

The probability of getting a bull's-eye is

\(\text{Probability of getting a bull's-eye}=\frac{\text{Area of the bull's-eye}}{\text{Total area}}\)

\(\text{Probability of getting a bull's-eye}=\frac{1000}{30000}\)

\(\text{Probability of getting a bull's-eye}=\frac{1}{30}\)

\(\text{Probability of getting a bull's-eye}=0.0333\approx 3\%\)

Therefore the correct option is B.