EZ.
We compute the complement: we'll count the number of losing tickets.
We saw in part (a) that there are 1200 total possibilities.
To have a losing ticket, you must have at most one correct white ball, and miss the SuperBall.
You miss all 3 white balls if your ticket contains 3 of the 7 white numbers that were not drawn, so there are (73)=7⋅6⋅56=35
You hit 1 white ball and miss the others if your ticket contains 1 of the 3 white numbers that were drawn and 2 of the 7 white numbers that were not drawn, so there are 3(72)=3⋅7⋅62=63.
You miss the SuperBall if you have one of the 9 red numbers that were not drawn.
Therefore, there are (35+63)⋅9=882 Hence, there are (35+63)⋅9=882 winning tickets, and your probability of winning a super prize is 3181200=53200.
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