Leah just moved and is looking for a new dance studio. She gets the price lists from Tip Top Toes and Groovin' \& Movin'. Tip Top Toes charges $\$ 300$ for $12$ classes. Groovin' \& Movin' charges $\$ 264$ for $11$ classes. Which dance studio offers the better deal? $\newline$ Tip Top Toes $\newline$ Groovin' \& Movin'

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Q. Leah just moved and is looking for a new dance studio. She gets the price lists from Tip Top Toes and Groovin' \& Movin'. Tip Top Toes charges

\$ 300

for

12

classes. Groovin' \& Movin' charges

\$ 264

for

11

classes. Which dance studio offers the better deal?

\newline

Tip Top Toes

\newline

Groovin' \& Movin'

Calculate Cost per Class: Calculate the cost per class for Tip Top Toes. $\newline$ ● Total cost for Tip Top Toes = $\$300$ $\newline$ ● Number of classes = $12$ $\newline$ Cost per class = Total cost $\div$ Number of classes $\newline$ Cost per class = $\$300 \div 12$
Perform Calculation: Perform the calculation for the cost per class for Tip Top Toes. $\newline$ Cost per class = $\$300 \div 12 = \$25$
Compare Cost per Class: Calculate the cost per class for Groovin' & Movin'. $\newline$ ● Total cost for Groovin' & Movin' = $\$264$ $\newline$ ● Number of classes = $11$ $\newline$ Cost per class = Total cost ÷ Number of classes $\newline$ Cost per class = $\$264 \div 11$
Compare Cost per Class: Calculate the cost per class for Groovin' & Movin'. $\newline$ ● Total cost for Groovin' & Movin' = $\$264$ $\newline$ ● Number of classes = $11$ $\newline$ Cost per class = Total cost $\div$ Number of classes $\newline$ Cost per class = $\$264 \div 11$ Perform the calculation for the cost per class for Groovin' & Movin'. $\newline$ Cost per class = $\$264 \div 11 = \$24$
Compare Cost per Class: Calculate the cost per class for Groovin' & Movin'. $\newline$ ● Total cost for Groovin' & Movin' = $\$264$ $\newline$ ● Number of classes = $11$ $\newline$ Cost per class = Total cost $\div$ Number of classes $\newline$ Cost per class = $\$264 \div 11$ Perform the calculation for the cost per class for Groovin' & Movin'. $\newline$ Cost per class = $\$264 \div 11 = \$24$ Compare the cost per class for both dance studios to determine the better deal. $\newline$ ● Cost per class for Tip Top Toes = $\$25$ $\newline$ ● Cost per class for Groovin' & Movin' = $\$24$ $\newline$ Since $\$24$ is less than $\$25$ , Groovin' & Movin' offers the better deal per class.