Casey buys a bracelet. She pays for the bracelet and pays $0.72 in sales tax. The sales tax rate is 6%. What is the original price of the bracelet, before tax?

Given Information: We have: Sales tax paid: $0.72 Sales tax rate: 6% To find the original price of the bracelet before tax, we need to calculate how much the sales tax represents of the original price. We use the formula: Sales tax paid = Original price * Sales tax rate Let's denote the original price as P. So, we have: $0.72 = P * 6/100Calculate Sales Tax: To find the original price (P), we need to isolate P in the equation. We do this by dividing both sides of the equation by the sales tax rate. P = $0.72 / (6/100)Isolate Original Price: Now we perform the division to find P. P = $0.72 / 0.06 P = $12.00 This is the original price of the bracelet before tax.

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Casey buys a bracelet. She pays for the bracelet and pays
$0.72 in sales tax. The sales tax rate is
6%.
What is the original price of the bracelet, before tax?

Casey buys a bracelet. She pays for the bracelet and pays $\$ 0.72$ in sales tax. The sales tax rate is $6 \%$ . $\newline$ What is the original price of the bracelet, before tax?

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Math Problems

Grade 8

Percent of a number: tax, discount, and more

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Q. Casey buys a bracelet. She pays for the bracelet and pays

\$ 0.72

in sales tax. The sales tax rate is

6 \%

\newline

What is the original price of the bracelet, before tax?

Given Information: We have: $\newline$ Sales tax paid: $\$0.72$ $\newline$ Sales tax rate: $6\%$ $\newline$ To find the original price of the bracelet before tax, we need to calculate how much the sales tax represents of the original price. $\newline$ We use the formula: Sales tax paid = Original price $*$ Sales tax rate $\newline$ Let's denote the original price as $P$ . $\newline$ So, we have: $\$0.72 = P \times \frac{6}{100}$
Calculate Sales Tax: To find the original price $P$ , we need to isolate $P$ in the equation. $\newline$ We do this by dividing both sides of the equation by the sales tax rate. $\newline$ $P = \$0.72 / (\frac{6}{100})$
Isolate Original Price: Now we perform the division to find $P$ . $\newline$ $P = \frac{ ext{ extdollar}0.72}{0.06}$ $\newline$ $P = ext{ extdollar}12.00$ $\newline$ This is the original price of the bracelet before tax.