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lana [24]
2 years ago
10

A vendor pays a rock band 1/3 of the total profit from T-shirts and sweatshirts sold at every concert. The vendor paid the rock

band $726 after the last concert. If the profit from T-shirts sales was $1,632, what was the profit from sweatshirt sales?
Mathematics
1 answer:
frosja888 [35]2 years ago
7 0
Well, we know that the rock band receives 1/3 of the profits from sales of sweaters and T-shirts, so in this case, $726 was 1/3 of the profit for that particular concert.
Using this information, we know that is we multiply 1/3 by 3 we get 1 whole, so we also multiply $726 by 3 to get the value of all the profits:
$726×3= $2178
So, if $2178 was the total value of the profits and T-shirt profits were worth $1632, then the value of sweatshirt profits was $2178-$1632= $546
Therefore, your answer is $546
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Answer:

(a)\ 0.0864

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(c)\ 0.24

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Step-by-step explanation:

Given

p \to close

q \to fail to close

p = 60\%

p = 0.60

First, calculate the value of q

Using complement rule

q = 1 - p

q = 1 - 0.60

q = 0.40

So, we have:

p = 0.60 and q = 0.40

Solving (a): Fails to close on the 4th attempt

This means that he closes the first three attempts. The event is represented as: p p p q

So, we have:

Pr = p*p*p*q

Pr = p^3*q

Pr = 0.60^3*0.40

Pr = 0.0864

Solving (b): He closes for the first time on the 3rd attempt

This means that he fails to close the first two attempts. The event is represented as: q q p

So, we have:

Pr = q * q * p

Pr = q^2 * p

Pr = 0.40^2 * 0.60

Pr = 0.096

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This means that he fails to close the first. The event is represented as: q p

So, we have:

Pr = q * p

Pr = 0.40 * 0.60

Pr = 0.24

Solving (d): The first he close is one of his 3 attempts

To do this, we make use of complement rule

The event that he does not close any of his first three attempts is: q q q

The probability is:

Pr = q*q*q

Pr = q^3

The opposite is that the first he closes is one of the first three

So, we have:

Pr' = 1- Pr --- complement rule

Pr' = 1- q^3

Pr' = 1- 0.40^3

Pr' = 1- 0.064

Pr' = 0.936

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Vertex: (0,0)
Focus: (0,2)
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