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Answer :
To determine which offer is a better value for mangoes, we need to calculate the price per mango for each of the two offers.
1. Calculate the price per mango for the first offer:
- The first offer is \[tex]$5.00 for 4 mangoes.
- To find the price per mango, divide the total price by the number of mangoes:
\[
\text{Price per mango} = \frac{5.00}{4} = 1.25
\]
- So, each mango costs \$[/tex]1.25 in the first offer.
2. Calculate the price per mango for the second offer:
- The second offer is \[tex]$6.00 for 5 mangoes.
- To find the price per mango, divide the total price by the number of mangoes:
\[
\text{Price per mango} = \frac{6.00}{5} = 1.20
\]
- So, each mango costs \$[/tex]1.20 in the second offer.
3. Compare the two prices per mango:
- The first offer has a price per mango of \[tex]$1.25.
- The second offer has a price per mango of \$[/tex]1.20.
Since \[tex]$1.20 is less than \$[/tex]1.25, the second offer (\$6.00 for 5 mangoes) provides a better value because you are paying less per mango.
1. Calculate the price per mango for the first offer:
- The first offer is \[tex]$5.00 for 4 mangoes.
- To find the price per mango, divide the total price by the number of mangoes:
\[
\text{Price per mango} = \frac{5.00}{4} = 1.25
\]
- So, each mango costs \$[/tex]1.25 in the first offer.
2. Calculate the price per mango for the second offer:
- The second offer is \[tex]$6.00 for 5 mangoes.
- To find the price per mango, divide the total price by the number of mangoes:
\[
\text{Price per mango} = \frac{6.00}{5} = 1.20
\]
- So, each mango costs \$[/tex]1.20 in the second offer.
3. Compare the two prices per mango:
- The first offer has a price per mango of \[tex]$1.25.
- The second offer has a price per mango of \$[/tex]1.20.
Since \[tex]$1.20 is less than \$[/tex]1.25, the second offer (\$6.00 for 5 mangoes) provides a better value because you are paying less per mango.
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