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Compare the rates to find which is the better value.

$23 for 4 burgers or
$26 for 5 burgers
The unit rate for
$23 for 4 burgers is
$◻ per burger. The unit rate for
$26 for 5 burgers is
$◻ per burger. So, is the better value.
(Type whole numbers or decimals.)

Compare the rates to find which is the better value. $\newline$ $\$ 23$ for $4$ burgers or $\$ 26$ for $5$ burgers $\newline$ The unit rate for $\$ 23$ for $4$ burgers is $\$ \square$ per burger. The unit rate for $\$ 26$ for $5$ burgers is $\$ \square$ per burger. So, is the better value. $\newline$ (Type whole numbers or decimals.)

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Add, subtract, multiply, or divide two fractions: word problems

Full solution

Q. Compare the rates to find which is the better value.

\newline

\$ 23

for

4

burgers or

\$ 26

for

5

burgers

\newline

The unit rate for

\$ 23

for

4

burgers is

\$ \square

per burger. The unit rate for

\$ 26

for

5

burgers is

\$ \square

per burger. So, is the better value.

\newline

(Type whole numbers or decimals.)

Calculate Unit Rate: Calculate the unit rate for $\$23$ for $4$ burgers. $\newline$ To find the unit rate, divide the total cost by the number of burgers. $\newline$ $\$23 \div 4 = \$5.75$ per burger
Compare Unit Rates: Calculate the unit rate for $\$26$ for $5$ burgers. $\newline$ To find the unit rate, divide the total cost by the number of burgers. $\newline$ $\$26 \div 5 = \$5.20$ per burger
Compare Unit Rates: Calculate the unit rate for $\$26$ for $5$ burgers. $\newline$ To find the unit rate, divide the total cost by the number of burgers. $\newline$ $\$26 \div 5 = \$5.20$ per burgerCompare the unit rates to determine the better value. $\newline$ The unit rate for $\$23$ for $4$ burgers is $\$5.75$ per burger, and the unit rate for $\$26$ for $5$ burgers is $\$5.20$ per burger. Since $\$5.20$ is less than $\$5.75$ , the better value is $\$26$ for $5$ burgers.

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