# If an XTV costs 2400 and it's 25% off would the new total plus tax(0.0925)be 1,966.50?

If lime green tack costs 300 and it's 40% off would the discount plus tax(0.0925) be 196.65?

If a Rhino 660 costs 9000 and it is now 20% off would the new total plus tax(0.0925) be 7866?

If clothing was 25 and is 15% off would the new total plus tax be 26.97?

No on the last one.

25*.85*1.0925

thanks I got 23.22 on it when I worked it out again. I'm not sure what I did wrong but anyways thanks.

## To calculate the new total price plus tax after a discount, you need to follow these steps:

1. Calculate the discount amount by multiplying the original price by the discount percentage.
- For example, if an XTV costs \$2400 and it's 25% off, the discount amount would be: \$2400 * 0.25 = \$600.

2. Subtract the discount amount from the original price to get the discounted price.
- Using the previous example, the discounted price would be: \$2400 - \$600 = \$1800.

3. Add the tax amount by multiplying the discounted price by the tax rate.
- Continuing with the example, if the tax rate is 9.25% (0.0925), the tax amount would be: \$1800 * 0.0925 = \$166.50.

4. Finally, add the discounted price and the tax amount to get the new total price plus tax.
- In this case, the new total price plus tax would be: \$1800 + \$166.50 = \$1966.50.

Therefore, your initial calculation for the first question is correct.

You can follow the same steps for the remaining questions:

- For the lime green tack example:
Discount amount: \$300 * 0.40 = \$120
Discounted price: \$300 - \$120 = \$180
Tax amount: \$180 * 0.0925 = \$16.65
New total price plus tax: \$180 + \$16.65 = \$196.65

- For the Rhino 660 example:
Discount amount: \$9000 * 0.20 = \$1800
Discounted price: \$9000 - \$1800 = \$7200
Tax amount: \$7200 * 0.0925 = \$666
New total price plus tax: \$7200 + \$666 = \$7866

- For the clothing example (corrected calculation):
Discount amount: \$25 * 0.15 = \$3.75
Discounted price: \$25 - \$3.75 = \$21.25
Tax amount: \$21.25 * 0.0925 = \$1.96
New total price plus tax: \$21.25 + \$1.96 = \$23.21

Therefore, your revised calculation for the last question is correct.