There is a dunking booth at a school fair, where a ball must be thrown at a target in the shape of an isosceles triangle. The triangle has legs that measure 5 inches and the base measures 8 inches. In order to actually dunk the person in the booth, the thrown ball must hit the center of the triangular target, which is marked by a small square, with side lengths of 1 inch.
If it is equally likely to hit any point on the target, what is the probability that the person in the booth will be dunked?
I believe you can directly use the area: P(dunk)=Dunking area/Total area=yellowSquareArea/TriangleArea
you have to figure out the area of the triangle and (not so hard) the square
would the area of the square be 2?
small square, with side lengths of 1 inch.
area = base*height for a square, that simplifies...
so it is 2?
how do you get 2?
area of a square. each side is 1 inch. urghhh i dont know :/
the formula is base times height. the base is the "bottom side". the height is also a side. what is 1*1 ?
1
the area of the square is 1 square inch. now for the triangle. what is the formula for the area of a triangle ?
That was rude
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