The total profit from the Spanish club fund-raiser varies directly with the number of dinner tickets sold. If the sale of 22 tic
kets results in a profit of $253, how many tickets must be sold to reach the fund-raising goal of $700 ?
1 answer:
Answer:
61 tickets
Step-by-step explanation:
It is given that,
The total profit from the Spanish club fund-raiser varies directly with the number of dinner tickets sold.
If the sale of 22 tickets results in a profit of $253.
Profit in 1 ticket = 
Let x tickets are sold in order to reach the fund-raising goal of $700.

or
= 61 tickets
Hence, 61 tickets must be sold to reach the fund-raising goal of $700.
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60
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P(R) = (18/38)
P(G) = (2/38)
P(B) = (18/38)
Step-by-step explanation:
Each spin is independent of the others, so the probabilities of the three possible outcomes (R,G,B) for each spin are:
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