A pair of jeans is on sale for 25% off the original price. Which expression represents the sale price? If the original price of the jeans is $40, evaluate the expression to find the sale price.
(1 point)
Responses
s = p – 0.25p; $30
s = p – 0.25 p ; $30
s = p – 25; $15
s = p – 25; $15
s = p – 0.25p; $10
s = p – 0.25 p ; $10
s = p – 0.25; $39.75
The correct expression that represents the sale price is s = p – 0.25p.
To find the sale price, we substitute p = $40 into the expression:
s = $40 – 0.25($40)
s = $40 – $10
s = $30
Therefore, the sale price is $30.
what is the answer
The expression that represents the sale price is s = p - 0.25p. To find the sale price, we can substitute the original price (p = $40) into the expression:
s = $40 - 0.25($40)
s = $40 - $10
s = $30
So, the sale price of the jeans is $30.
To determine the sale price of the jeans, you need to multiply the original price by the discount percentage and subtract that amount from the original price.
In this case, the original price of the jeans is $40 and the discount is 25% off. To calculate the discount amount, you multiply the original price ($40) by the discount percentage (0.25).
The expression that represents the sale price is s = p - 0.25p. Here, "s" represents the sale price and "p" represents the original price.
Now, you can substitute the given values into the expression and solve for "s".
s = 40 - 0.25 * 40
s = 40 - 10
s = 30
Therefore, the sale price of the jeans is $30.
The correct expression is s = p - 0.25p; $30.