## A lottery winner from State $$F$$ must match, in any order, $$6$$ balls randomly chosen from a single pool of balls

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### A lottery winner from State $$F$$ must match, in any order, $$6$$ balls randomly chosen from a single pool of balls

by AAPL » Fri May 24, 2024 5:38 pm

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B

C

D

E

## Global Stats

A lottery winner from State $$F$$ must match, in any order, $$6$$ balls randomly chosen from a single pool of balls numbered from $$1$$ to $$50.$$ A lottery winner from State $$G$$ must match, in any order, $$5$$ balls randomly chosen from a first pool of balls numbered from $$1$$ to $$50$$ AND a “megaball,” randomly chosen from a second set of balls numbered from $$1$$ to $$50.$$ The number of winning combinations in a single drawing of the lottery in State $$G$$ is what percentage greater than the number of winning combinations in a single drawing of the lottery in State $$F?$$

A. $$11\%$$
B. $$85\%$$
C. $$111\%$$
D. $$567\%$$
E. $$667\%$$

OA D

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