The formula for calculating wage is $\frac{p}{t}$ where $t$ is the time duration for which an amount $p$ of money is paid. $\newline$ Astrid is looking for a job at a call center. Call center A offers her \$$15$\) per hour and call center B offers her \$$0$.$25$\) per minute.$\newline$Which place offers a higher wage?$\newline$Choose $1$ answer:$\newline$(A) Call center A offers a higher wage than call center B.$\newline$(B) Call center B offers a higher wage than call center A.$\newline$(C) Call centers A and B offer equal wages.

View step-by-step help

Home

Math Problems

Algebra 2

Multiply polynomials

Full solution

Q. The formula for calculating wage is

\frac{p}{t}

where

t

is the time duration for which an amount

p

of money is paid.

\newline

Astrid is looking for a job at a call center. Call center A offers her \$$15$\) per hour and call center B offers her \$$0$.$25$\) per minute.$\newline$Which place offers a higher wage?$\newline$Choose $1$ answer:$\newline$(A) Call center A offers a higher wage than call center B.$\newline$(B) Call center B offers a higher wage than call center A.$\newline$(C) Call centers A and B offer equal wages.

Convert units: To compare the wages offered by call center A and call center B, we first need to express both wages in the same unit. Call center A offers $15$ dollars per hour. Call center B offers $25$ cents per minute. Let's convert the wage offered by call center B from cents per minute to dollars per hour for easier comparison.
Calculate hourly wage for B: There are $60$ minutes in an hour. To find the hourly wage of call center B, we multiply the per-minute wage by $60$ . The per-minute wage is $25$ cents, which is $(\$0.25)$ in dollars. So, the calculation is $(\$0.25) \times 60$ .
Compare wages: Performing the calculation for call center B's hourly wage: $\$0.25 \times 60 = \$15$ . This means call center B offers $\$15$ per hour.
Equal wages: Now that we have both wages in the same unit (dollars per hour), we can directly compare them. Call center A offers $\$15$ per hour, and call center B also offers $\$15$ per hour.
Equal wages: Now that we have both wages in the same unit (dollars per hour), we can directly compare them. Call center A offers $\$15$ per hour, and call center B also offers $\$15$ per hour.Since both call centers offer the same wage of $\$15$ per hour, the answer is that call centers A and B offer equal wages.