Suppose that license tags in another state are made up of three letters followed by three...
Suppose that license tags in another state are made up of three
letters followed by three digits (0 - 9), none of which can repeat.
Additionally, each tag number may be assigned to a regular tag, a
wildlife-conservation tag, or a veterans tag.
(a) How many unique tags can be made?
(b) What’s the probability that you are parked next to a car from
this state that has a tag that ends in a 9?
Homework Answers
a) number of ways =N(choose 3 letter from 26 and arrange, choose 3 digits from 10 and arrange and choose 1 tag from 3) =26*25*24*10*9*8*3 =33696000
b)
since last digit has 10 choices ,
therefore
probability that you are parked next to a car from this state that has a tag that ends in a 9 =1/10 =0.1
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