The Florida lottery game Lotto is played by choosing six numbers from 1 to 53. If these numbers match the ones drawn by the lottery commission, you win the jackpot. The table below shows the probability of winning a $26.000.000 jackpot, along with the amounts and probabilities of other prizes. Assuming that the jackpot was not split among multiple winners, find the expectation for buying a $1 lottery ticket. Round to the nearest tenth of a cent. (A calculator is recommended.) cents Match 6 $26.000,000 22,957,480 141 Match 5 $4173 11,478,740 3243 Match 4 $61 4,591,496 16,215 Match 3 $5 1,147,874

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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The Florida lottery game Lotto is played by choosing six numbers from 1 to 53. If these numbers match the ones drawn by the lottery commission, you win the jackpot. The table below shows the probability of winning a $26,000,000
jackpot, along with the amounts and probabilities of other prizes. Assuming that the jackpot was not split among multiple winners, find the expectation for buying a $1 lottery ticket. Round to the nearest tenth of a cent. (A calculator is
recommended.)
cents
Match 6
$26,000,000
22.957.480
141
Match 5
$4173
11,478,740
3243
Match 4
$61
4,591,496
16,215
Match 3
$5
1,147,874
Transcribed Image Text:The Florida lottery game Lotto is played by choosing six numbers from 1 to 53. If these numbers match the ones drawn by the lottery commission, you win the jackpot. The table below shows the probability of winning a $26,000,000 jackpot, along with the amounts and probabilities of other prizes. Assuming that the jackpot was not split among multiple winners, find the expectation for buying a $1 lottery ticket. Round to the nearest tenth of a cent. (A calculator is recommended.) cents Match 6 $26,000,000 22.957.480 141 Match 5 $4173 11,478,740 3243 Match 4 $61 4,591,496 16,215 Match 3 $5 1,147,874
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