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 – 25; $15
s = p – 0.25p; $10
s = p – 0.25; $39.75
The expression that represents the sale price is s = p - 0.25p. To find the sale price, we substitute p with $40 and evaluate the expression:
s = $40 - 0.25($40)
s = $40 - $10
s = $30
Therefore, the sale price of the jeans is $30.
so what is the answer
The answer is s = p - 0.25p; $30.
The expression that represents the sale price is s = p - 0.25p. To find the sale price, we can substitute p = $40 into the expression:
s = 40 - 0.25(40)
s = 40 - 10
s = $30
Therefore, the sale price of the jeans is $30.
To find the sale price of the jeans, you can use the expression s = p - 0.25p, where s represents the sale price and p represents the original price.
In this case, the original price of the jeans is $40. Substituting this value into the expression, we have s = $40 - 0.25($40).
To evaluate the expression, we need to simplify it. First, multiply 0.25 by $40: 0.25 * $40 = $10.
Next, subtract the result from the original price: $40 - $10 = $30.
Therefore, the sale price of the jeans is $30.
Out of the given options, the correct expression representing the sale price is s = p - 0.25p, and the correct sale price is $30.