Consider a dart board made of three concentric circles of radii 1 cm, 2cm and 3 cm, respectively. the points you obtain by hitting different regions of the board are as follows: • 50 points if the dart lands anywhere within the circle of radius 1 cm. • 30 points if the dart lands within the circle of radius 2 cm but outside the circle of radius 1 cm. • 20 points if the dart lands outside the circle of radius 2 cm but within the circle of radius 3 cm. suppose that in 10 independent attempts, you have never hit the outermost ring (i. e, where you score 20). every dart hits the board somewhere. in that case, what is your expected score, given that you never miss the board? pick one option 0400 clear selection