Answer:
a) 21%
b) 45.5%
c) 26.4%
Step-by-step explanation:
Given the supplied information, a table of probabilities can be constructed. (See the attachment.) The numbers across the bottom reflect the given ratios of customers selecting the different gas types. The numbers in the cells are those bottom numbers multiplied by the percentage that fill the tank (or not). The numbers on the right are the sums of the numbers in each row.
a) The top center cell in the table answers this question. It it the product ...
p(plus)×p(fill | plus) = 0.35×0.60 = 0.21 = 21%
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b) The sum on the right answers this question:
p(fill) = 45.5%
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c) The ratio of the first column number (12%) to the row sum for Fill (45.5%) answers this question:
p(regular | fill) = 12%/45.5% ≈ 26.4%
Answer:
d. 5(x + 6) = 47.50
Step-by-step explanation:
First, determine the number of girls; (4 friends + Jacquenline) making a total of 5 girls.
If a ticket costs $6, then the the 5 girls' tickets would cost= 5*6
Also, if a funnel cake costs $x , then 5 girls' cakes would cost= 5* x
Total cost of funnel cake and entry tickets = $47.50
Now make the above three into an equation;
(5*x) + (5*6) = 47.50
5 is the common number on the left side so it becomes;
5( x +6) =47.50
Answer:
I believe it's 2.1H, 2.51H
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B Is Supposed To Be (45*25) That’s Where You Messed Up So V= (45*25)(12) = 13500
The answer to that is 774