Answer :
Certainly! Let's break this down step by step:
1. Understanding the Cost per Candy Bar:
Each candy bar costs [tex]$0.25. 2. Calculating the Total Cost for Different Numbers of Candy Bars: - For 3 Candy Bars: - To find the total cost for 3 candy bars, you multiply the number of candy bars (3) by the cost per candy bar ($[/tex]0.25).
- [tex]\[ \text{Total Cost for 3 Candy Bars} = 3 \times 0.25 = \$0.75 \][/tex]
- For 6 Candy Bars:
- To calculate the total cost for 6 candy bars, multiply the number of candy bars (6) by the cost per candy bar ([tex]$0.25). - \[ \text{Total Cost for 6 Candy Bars} = 6 \times 0.25 = \$[/tex]1.50
\]
- For 10 Candy Bars:
- To find the total cost for 10 candy bars, multiply the number of candy bars (10) by the cost per candy bar ([tex]$0.25). - \[ \text{Total Cost for 10 Candy Bars} = 10 \times 0.25 = \$[/tex]2.50
\]
3. Summary of Total Costs:
- The total cost for 3 candy bars is [tex]$0.75. - The total cost for 6 candy bars is $[/tex]1.50.
- The total cost for 10 candy bars is [tex]$2.50. 4. Describing the Relationship: - The relationship between the number of candy bars and the total cost is linear. - This means that as you increase the number of candy bars, the total cost increases proportionally. - If you double the number of candy bars, the total cost will also double. For example, if you go from buying 3 candy bars to buying 6 candy bars, the total cost exactly doubles from $[/tex]0.75 to [tex]$1.50. Similarly, going from 6 to 10 candy bars shows a proportional increase. In summary, the cost for 3, 6, and 10 candy bars are $[/tex]0.75, [tex]$1.50, and $[/tex]2.50 respectively. The cost increases proportionally with the number of candy bars you purchase, demonstrating a linear relationship.
1. Understanding the Cost per Candy Bar:
Each candy bar costs [tex]$0.25. 2. Calculating the Total Cost for Different Numbers of Candy Bars: - For 3 Candy Bars: - To find the total cost for 3 candy bars, you multiply the number of candy bars (3) by the cost per candy bar ($[/tex]0.25).
- [tex]\[ \text{Total Cost for 3 Candy Bars} = 3 \times 0.25 = \$0.75 \][/tex]
- For 6 Candy Bars:
- To calculate the total cost for 6 candy bars, multiply the number of candy bars (6) by the cost per candy bar ([tex]$0.25). - \[ \text{Total Cost for 6 Candy Bars} = 6 \times 0.25 = \$[/tex]1.50
\]
- For 10 Candy Bars:
- To find the total cost for 10 candy bars, multiply the number of candy bars (10) by the cost per candy bar ([tex]$0.25). - \[ \text{Total Cost for 10 Candy Bars} = 10 \times 0.25 = \$[/tex]2.50
\]
3. Summary of Total Costs:
- The total cost for 3 candy bars is [tex]$0.75. - The total cost for 6 candy bars is $[/tex]1.50.
- The total cost for 10 candy bars is [tex]$2.50. 4. Describing the Relationship: - The relationship between the number of candy bars and the total cost is linear. - This means that as you increase the number of candy bars, the total cost increases proportionally. - If you double the number of candy bars, the total cost will also double. For example, if you go from buying 3 candy bars to buying 6 candy bars, the total cost exactly doubles from $[/tex]0.75 to [tex]$1.50. Similarly, going from 6 to 10 candy bars shows a proportional increase. In summary, the cost for 3, 6, and 10 candy bars are $[/tex]0.75, [tex]$1.50, and $[/tex]2.50 respectively. The cost increases proportionally with the number of candy bars you purchase, demonstrating a linear relationship.
