Caleb bought groceries and paid $1.60 in sales tax. The sales tax rate is 2.5%. What was the price of Caleb's groceries, before tax? $

Calculate Sales Tax Rate: To find the price of Caleb's groceries before tax, we need to calculate the pre-tax amount. We know the total sales tax paid and the sales tax rate. The formula to calculate the pre-tax price is: Pre-tax price = Sales tax paid / Sales tax rateConvert to Decimal: First, we convert the sales tax rate from a percentage to a decimal to use it in our calculations. A 2.5% sales tax rate as a decimal is: 2.5% = 2.5 / 100 = 0.025Calculate Pre-tax Price: Now we can calculate the pre-tax price of the groceries using the sales tax paid ($1.60) and the sales tax rate (0.025): Pre-tax price = $1.60 / 0.025Perform Division: Perform the division to find the pre-tax price: Pre-tax price = $1.60 / 0.025 = $64.00

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Caleb bought groceries and paid
$1.60 in sales tax. The sales tax rate is
2.5%.
What was the price of Caleb's groceries, before tax?

$

Caleb bought groceries and paid $\$ 1.60$ in sales tax. The sales tax rate is $2.5 \%$ . $\newline$ What was the price of Caleb's groceries, before tax? $\newline$ $\$$

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Grade 8

Multi-step problems with percents

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Q. Caleb bought groceries and paid

\$ 1.60

in sales tax. The sales tax rate is

2.5 \%

\newline

What was the price of Caleb's groceries, before tax?

\newline

\$

Calculate Sales Tax Rate: To find the price of Caleb's groceries before tax, we need to calculate the pre-tax amount. We know the total sales tax paid and the sales tax rate. The formula to calculate the pre-tax price is: $\newline$ Pre-tax price $= \frac{\text{Sales tax paid}}{\text{Sales tax rate}}$
Convert to Decimal: First, we convert the sales tax rate from a percentage to a decimal to use it in our calculations. A $2.5\%$ sales tax rate as a decimal is: $\newline$ $2.5\% = \frac{2.5}{100} = 0.025$
Calculate Pre-tax Price: Now we can calculate the pre-tax price of the groceries using the sales tax paid $1.60$ and the sales tax rate $0$ . $025$ : $\newline$ Pre-tax price = $\frac{1.60}{0.025}$
Perform Division: Perform the division to find the pre-tax price: $\newline$ Pre-tax price = $\frac{\$1.60}{0.025} = \$64.00$