Games at the carnival cost $3 each. The prizes awarded to winners cost the owner $145.65. How many games must be played for the owner of the game to make at least $50?

Answers

Answer 1

Answer:

Profit is the financial benefit relied when revenue generated from a business activity. The number of the games must be played for the owner of the game to make at least $50 is 63.

Given information-

The cost of the games at the carnival is $3 each.

The prizes awarded to winners cost the owner $145.65.

Profit of the owner is $50.

Profit

Profit is the financial benefit relied when revenue generated from a business activity.

As the winning amount of the game is $145.65 and the owner has to earn the $50. Therefore the amount of the game should be the sum of winning price and the profit. Suppose x is the total money of the game played. Therefore,

$x=145.65+50\nx=195.65$

Hence the total price is $195.65. The cost of the each game is $3. Thus the number of game n to be played are,

$n=(195.65)/(3) \nn=65.21667$

Hence the number of the games must be played for the owner of the game to make at least $50 is 63.

Learn more about the profit and loss here;

brainly.com/question/7586318

Answer 2

Answer: 17 games you would think its 16.6666667 but thats not possible. so he has less than 50 dollars so you would have to add another game. ( 50 divided by 3)

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Answers

1.0649 to the nearest thousandths is 1.065

You could get this by finding where the thousandths place is, which is the third number.
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Hope I helped!

Answer:

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Step-by-step explanation:

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