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Question
version 2: sales tax and total purchase price
- the sales tax rate in indiana is 5.75% and you make a $29.99 purchase.
a) what is the sales tax?
b) what is the total purchase price?
- martin bought an iphone for $649.99 in california, where the sales tax rate is 7.5%.
a) what is the sales tax?
b) what is the total purchase price?
- mike purchased two blankets at $44.99 each, one mattress for $59.00 and two bed sheets for a total of $9.99.the sales tax rate is 5.75 percent. what is the total purchase price, including sales tax?
- nelly purchased a shredder at $39.99, laminator at $31.65, an electric pencil sharpener at $15.99 and a magnetic credit card reader at $14.99. the sales tax rate is 3 percent. what is the total purchase price, including sales tax?
- you wish to purchase a pencil that costs $0.5, a sticker that costs$0.3 and gumball that costs $0.2. the tax rate is 5.75%.
a) whats the total purchase price before sales tax?
b) what is sales tax on your purchase?
c) what is the total purchase price?
1) a)
- Multiply purchase amount by tax rate.
$29.99\times0.0575 = 1.724425\approx1.72$
1) b)
- Add sales - tax to purchase amount.
$29.99 + 1.72=31.71$
2) a)
- Multiply iPhone price by tax rate.
$649.99\times0.075 = 48.74925\approx48.75$
2) b)
- Add sales - tax to iPhone price.
$649.99+48.75 = 698.74$
3)
- First, find pre - tax total.
$2\times44.99+59.00 + 9.99=89.98+59.00 + 9.99 = 158.97$
- Then, find sales tax.
$158.97\times0.0575 = 9.130775\approx9.13$
- Finally, find total purchase price.
$158.97+9.13 = 168.1$
4)
- First, find pre - tax total.
$39.99+31.65 + 15.99+14.99=102.62$
- Then, find sales tax.
$102.62\times0.03 = 3.0786\approx3.08$
- Finally, find total purchase price.
$102.62+3.08 = 105.7$
5) a)
- Add the costs of items.
$0.5 + 0.3+0.2 = 1$
5) b)
- Multiply pre - tax total by tax rate.
$1\times0.0575 = 0.0575\approx0.06$
5) c)
- Add sales tax to pre - tax total.
$1+0.06 = 1.06$
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- a) $\$1.72$
- b) $\$31.71$
- a) $\$48.75$
- b) $\$698.74$
- $\$168.1$
- $\$105.7$
- a) $\$1$
- b) $\$0.06$
- c) $\$1.06$