(b) In how many different ways can you order 1 cone and 2 scoops of ice cream which are not the same flavor? 10. A motor pool contains 5 subcompact sedans, 4 compact sedans, and 3 midsize sedans. In how many ways can 3 cars be selected so that not all are the same size? 11. There are 4 jugglers, 3 singers, and 2 dancers auditioning for the 2 remaining spots in a talent competition. If all are equally talented, and the 2 performers are col randomly, then what is the probability that neitho

Advanced Engineering Mathematics
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ISBN:9780470458365
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Chapter2: Second-order Linear Odes
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(b) In how many different ways can you order 1 cone and 2 scoops of ice cream
which are not the same flavor?
10. A motor pool contains 5 subcompact sedans, 4 compact sedans, and 3 midsize
sedans. In how many ways can 3 cars be selected so that not all are the same size?
11. There are 4 jugglers, 3 singers, and 2 dancers auditioning for the 2 remaining spots
in a talent competition. If all are equally talented, and the 2 performers are col
randomly, then what is the probability that neitho
Transcribed Image Text:(b) In how many different ways can you order 1 cone and 2 scoops of ice cream which are not the same flavor? 10. A motor pool contains 5 subcompact sedans, 4 compact sedans, and 3 midsize sedans. In how many ways can 3 cars be selected so that not all are the same size? 11. There are 4 jugglers, 3 singers, and 2 dancers auditioning for the 2 remaining spots in a talent competition. If all are equally talented, and the 2 performers are col randomly, then what is the probability that neitho
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