To find the unit price for each item, we need to divide the total price by the measure or count of the item. Let's go through each item step-by-step:
1. Batteries:
- Total price: \[tex]$2.89
- Measure: 4 pack
- Unit price calculation: \( \frac{\$[/tex]2.89}{4} \)
2. Frozen Pie:
- Total price: \[tex]$2.89
- Measure: 15.4 oz
- Unit price calculation: \( \frac{\$[/tex]2.89}{15.4} \)
3. Dog Food:
- Total price: \[tex]$40.99
- Measure: 38 lbs
- Unit price calculation: \( \frac{\$[/tex]40.99}{38} \)
4. Magic Markers:
- Total price: \[tex]$2.19
- Measure: 8 count
- Unit price calculation: \( \frac{\$[/tex]2.19}{8} \)
5. Chain Link Fence:
- Total price: \[tex]$34.88
- Measure: 50 ft
- Unit price calculation: \( \frac{\$[/tex]34.88}{50} \)
6. Olive Oil:
- Total price: \[tex]$8.99
- Measure: 18.5 oz
- Unit price calculation: \( \frac{\$[/tex]8.99}{18.5} \)
Now let's write down the unit prices we obtained for each item:
1. Batteries:
- [tex]\( \frac{\$2.89}{4} = \$0.72 \)[/tex] per pack
2. Frozen Pie:
- [tex]\( \frac{\$2.89}{15.4} = \$0.19 \)[/tex] per oz
3. Dog Food:
- [tex]\( \frac{\$40.99}{38} = \$1.08 \)[/tex] per lb
4. Magic Markers:
- [tex]\( \frac{\$2.19}{8} = \$0.27 \)[/tex] per count
5. Chain Link Fence:
- [tex]\( \frac{\$34.88}{50} = \$0.70 \)[/tex] per ft
6. Olive Oil:
- [tex]\( \frac{\$8.99}{18.5} = \$0.49 \)[/tex] per oz
So, the completed table with the unit prices is:
\begin{tabular}{|l|r|l|l|}
\hline \multicolumn{1}{|c|}{ Item } & \multicolumn{1}{|c|}{ Price } & Measure/Count & Unit Price \\
\hline Batteries & \[tex]$2.89 & 4 pack & \$[/tex]0.72 \\
\hline Frozen Pie & \[tex]$2.89 & 15.4 oz & \$[/tex]0.19 \\
\hline Dog Food & \[tex]$40.99 & 38 lbs & \$[/tex]1.08 \\
\hline Magic Markers & \[tex]$2.19 & 8 count & \$[/tex]0.27 \\
\hline Chain Link Fence & \[tex]$34.88 & 50 ft & \$[/tex]0.70 \\
\hline Olive Oil & \[tex]$8.99 & 18.5 oz & \$[/tex]0.49 \\
\hline
\end{tabular}
