To honor 50 years in business, all strikes bowling is having an anniversary special. Shoes rent for $1.25 and each game is $0.75. If Charlie has $20 and needs to rent shoes, how many games can he bowl?
please explain how you got the answer.TAHNK YOU
If Charlie has $20 and needs to rent shoes then he must bowl 25 games.
Two or more expressions with an Equal sign is called as Equation.
Let represent number of games that Charlie can bowl "x".
The cost of renting shoes is given as $1.25.
The cost of each game is given as $0.75.
So the total cost of bowling x games, including the cost of shoe rental, is:
Total cost = Shoe rental + (Cost per game x Number of games)
Total cost = $1.25 + ($0.75 x x)
Total cost = $1.25 + $0.75x
We know that Charlie has $20 to spend.
So we can set up an equation that equates the total cost of bowling to $20:
$1.25 + $0.75x = $20
Solving for x, we can subtract $1.25 from both sides and then divide by $0.75:
$0.75x = $18.75
x = $18.75 / $0.75
x = 25
Hence, if Charlie has $20 and needs to rent shoes then he must bowl 25 games.
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Answer:
one
Step-by-step explanation:
The one line of symmetry for an isosceles trapezoid is the line that connects the midpoints of the parallel bases.
The required sale price of the sneakers is $44.2.
The percentage is the ratio of the composition of matter to the overall composition of matter multiplied by 100.
Sale price of product is defined as the price at which the product is present to the buyer, and also which is greater to the cost price of saller.
here,
A store is having a 15% off sale.
Let the price after getting the discount to be x,
The original cost of the sneakers is $52,
Now, Subtract the discount from the original price to get the sale price. So,
sale price = original price - 15% of 52
sale price = 52- 0.15× 52
sale price = 52- 7.8= $44.2
Thus, the required sale price of the sneakers is $44.2.
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B. X^2+2x-2
C. X^2-2x+2
D. X^2+2x+2
Answer:
D.
Step-by-step explanation:
We know that,
The area of a rectangle is,
A = l × b,
Where, l is the length of the rectangle,
w is the width of the rectangle,
Given,
By substituting values,
( By long division shown below )
Hence, the length of the rectangular garden is
Option D is correct.