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Answer :
To determine which equation can be used to find how much Sweet Sue's normally charges for a cupcake, we need to break down the problem:
1. Understand the Scenario:
- Principal Jordan ordered 65 cupcakes.
- There was a bulk order discount of [tex]$0.50 per cupcake.
- He paid a total of $[/tex]195 for the cupcakes.
2. Define the Variables:
- Let [tex]\( c \)[/tex] represent the normal price of one cupcake.
- Since each cupcake was discounted by $0.50, the reduced price per cupcake becomes [tex]\( c - 0.50 \)[/tex].
3. Set Up the Equation:
- The total cost for the 65 cupcakes at the discounted price can be expressed as the number of cupcakes multiplied by the discounted price per cupcake:
[tex]\[
65 \times (c - 0.50) = 195
\][/tex]
4. Choose the Correct Equation:
- The equation that matches our setup and describes the total cost considering the discount is:
[tex]\[
65(c-0.50) = 195
\][/tex]
This equation enables us to find the normal charge per cupcake before the discount was applied.
1. Understand the Scenario:
- Principal Jordan ordered 65 cupcakes.
- There was a bulk order discount of [tex]$0.50 per cupcake.
- He paid a total of $[/tex]195 for the cupcakes.
2. Define the Variables:
- Let [tex]\( c \)[/tex] represent the normal price of one cupcake.
- Since each cupcake was discounted by $0.50, the reduced price per cupcake becomes [tex]\( c - 0.50 \)[/tex].
3. Set Up the Equation:
- The total cost for the 65 cupcakes at the discounted price can be expressed as the number of cupcakes multiplied by the discounted price per cupcake:
[tex]\[
65 \times (c - 0.50) = 195
\][/tex]
4. Choose the Correct Equation:
- The equation that matches our setup and describes the total cost considering the discount is:
[tex]\[
65(c-0.50) = 195
\][/tex]
This equation enables us to find the normal charge per cupcake before the discount was applied.
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