The regular price of a chair is $895. If you purchase the chair at a 25% discount and
then pay 6% sales tax, what is the final cost of the chair?
I don't get how to set up this problem
1.06 * (895 * 0.75) = _______ final cost
To set up this problem, you need to follow a step-by-step approach. Here's how you can do it:
1. Start by calculating the discount amount. The discount is 25% of the regular price of $895. To find this, you can multiply $895 by 25% (or 0.25). The equation for the discount amount is: Discount Amount = $895 × 0.25
2. Now, subtract the discount amount from the regular price of the chair to find the sale price. The equation for the sale price is: Sale Price = Regular Price - Discount Amount
3. Next, calculate the sales tax. The sales tax is 6% of the sale price. To find this, multiply the sale price by 6% (or 0.06). The equation for the sales tax amount is: Sales Tax Amount = Sale Price × 0.06
4. Finally, add the sales tax amount to the sale price to find the final cost of the chair. The equation for the final cost is: Final Cost = Sale Price + Sales Tax Amount
To summarize, the steps are:
- Calculate the discount amount: $895 × 0.25
- Subtract the discount amount from the regular price to find the sale price.
- Calculate the sales tax amount: Sale Price × 0.06
- Add the sales tax amount to the sale price to get the final cost.
By following these steps and performing the necessary calculations, you can find the final cost of the chair.