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maksim [4K]
3 years ago
10

PLEASE HELPPPPP ASAPPPPPPPPPPPPP PLEASEEEE

Mathematics
1 answer:
Lisa [10]3 years ago
3 0

Answer:

0.5679

Step-by-step explanation:

From. The table Given above :

The probability of female Given an advanced degree ;

P(F|A) = p(FnA) / p(A)

From the table, p(FnA) = 322

P(Advanced degree), P(A) = (245 + 322) = 567

Hence,

P(F|A) = p(FnA) / p(A) = 322 / 567 = 0.5679

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How can i solve this? I've looked at countless videos and nothing helps.
Andrej [43]
Let x be the number of lower-level tickets sold, and y the number of upper-level tickets sold.

Now, if the theater sells 350 tickets total, that means the number of lower-level and upper-level tickets that got sold should add up to 350, so one equation in the system is

x+y=350

You also know that the theater earns $10250 in sales, so if each lower-level ticket costs $35, and each upper-level ticket costs $25[/tex], this means 35x represents the amount of money made from selling lower-level ticekts, and 25y represents the amount of money made from selling upper-level tickets. You get the second equation in the system,

35x+25y=10250

So the system is

\begin{cases}x+y=350\\35x+25y=10250\end{cases}

Any one of the methods listed in the second part works in solving this system (though I'm not sure what "variable" refers to), but I think substituting involves the least work.

Solve the first equation for either variable; I'll choose x.

x+y=350\implies x=350-y

Now substitute this into the second equation for x, then solve for y.

35(350-y)+25y=10250\implies 10y=2000\implies y=200

So 200 upper-level seats were sold. Meanwhile, since x+y=350, this means

x+200=350\implies x=150

so that 150 lower-level tickets were sold.
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