At a baseball stadium, there is a "Hit It Here!" sign, as shown below. If a ball hit by a batter hits the square on the sign, then the batter wins $1,000. If the ball hits the circle or the triangle, the batter wins $2,000 or $3,000, respectively.
If a batter hits the sign, it is equally likely for the ball to hit anywhere on the sign. If a batter hits a ball that hits the sign, what is the probability that the batter wins $3,000?
its 1/3 as have 3 options and each option has equal chance of occurance.
@nubeer probanbility here depends on the AREAS
probability to win 3000 = probability that the ball lands on the triangle which is area of trangle / total area available
ya sorry.. the picture just showed up now.
\[P = \frac{{1\over2}\times8\times8}{20\times44}=? \]
32/880 which is not an answer given :/
simplyfy.. 2/55
thanks (:
yw :)
Join our real-time social learning platform and learn together with your friends!