Answer: The 24th customer.
Step-by-step explanation:
8th customer: Free Coffee 12th customer: Free Bagel
16th customer: Free Coffee <u>24th customer: Free Bagel</u>
<u>24th customer: Free Coffee</u>
You're welcome!
The greatest number of adult tickets sold if the box office receipts was not more than $3,190 is 328.
<h3>How to find the greatest number of adult tickets sold ?</h3>
let
number of children tickets = x
number of adult ticket sold = 1 / 3 x
The greatest number of adult tickets sold if the box office receipts was not more than $3,190 can be calculated as follows:
The equations that represent the situation is as follows:
5.50x + 8.50 (1/3 x) = 3190
5.50x + 2.83333333333x = 3190
8.33333333333x = 3190
x = 3190 / 8.33333333333
x = 982.839313573
x ≈ 983
Therefore,
adult ticket = 983/3 = 328
Therefore, the greatest number of adult tickets sold if the box office receipts was not more than $3,190 is 328.
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Answer:
hello your question is incomplete attached below is the complete question
A) xy ≥ 0, (cx )(cy) = c^2(xy) ≥ 0
B) U + V is not in W
Step-by-step explanation:
attached below is the detailed solution
A) since xy ≥ 0, (cx )(cy) = c^2(xy) ≥ 0
B ) U + V is not in W
6(1.15) + 3.75 + 7.45 + 13(1.15) + 3(37) =
6.90 + 3.75 + 7.45 + 14.95 + 111 =
144.05 <== total bill
Twice the difference between x and k is 2(x-k)