mason is having new tires put on his wheelchair. the tires are regularly $56, but this weekend they are on…

mason is having new tires put on his wheelchair. the tires are regularly $56, but this weekend they are on sale for 25% off. mason wants to know the sale price of the tires. which equation can be used to find the sale price, s, of the tires? s = 0.75(56) what is the sale price, s, of the tires after the discount?

mason is having new tires put on his wheelchair. the tires are regularly $56, but this weekend they are on sale for 25% off. mason wants to know the sale price of the tires. which equation can be used to find the sale price, s, of the tires? s = 0.75(56) what is the sale price, s, of the tires after the discount?

Answer

Explanation:

Step1: Determine the sale price as a percentage of the regular price.

The tires are on sale for 25% off. This means the sale price is $100% - 25% = 75%$ of the regular price.

Step2: Convert the sale price percentage to a decimal.

To use this percentage in calculations, convert it to a decimal: $75% = \frac{75}{100} = 0.75$

Step3: Formulate the equation for the sale price ($s$).

The regular price is $56. The sale price $s$ is $75%$ of $56. Therefore, the equation to find the sale price $s$ is: $s = 0.75 \times 56$

Step4: Calculate the sale price ($s$).

Using the equation from Step 3, multiply $0.75$ by $56$: $s = 0.75 \times 56$ $s = 42$

Answer:

The equation that can be used to find the sale price, $s$, of the tires is $s = 0.75(56)$. The sale price, $s$, of the tires after the discount is $42.