Answer :
Sure! Let's figure out the correct equation to find out how much Sweet Sue's normally charges for a cupcake.
Principal Jordan ordered 65 cupcakes and got a bulk order discount, where the price of each cupcake was reduced by [tex]$0.50. He paid a total of $[/tex]195 for all the cupcakes.
To find the regular price of one cupcake, we'll set up an equation using the information provided:
1. Let [tex]\( c \)[/tex] be the normal price per cupcake before any discounts.
2. The price Principal Jordan paid per cupcake after the discount would be:
[tex]\( c - 0.5 \)[/tex]. (Since each cupcake costs $0.50 less than its normal price)
3. Multiply the discounted price by the total number of cupcakes to find the total amount paid:
[tex]\( (c - 0.5) \times 65 = 195 \)[/tex].
So the equation that represents the situation is:
[tex]\[ 65 \times (c - 0.5) = 195 \][/tex]
This equation allows you to find the value of [tex]\( c \)[/tex], which is the normal price of a cupcake before the discount was applied.
Principal Jordan ordered 65 cupcakes and got a bulk order discount, where the price of each cupcake was reduced by [tex]$0.50. He paid a total of $[/tex]195 for all the cupcakes.
To find the regular price of one cupcake, we'll set up an equation using the information provided:
1. Let [tex]\( c \)[/tex] be the normal price per cupcake before any discounts.
2. The price Principal Jordan paid per cupcake after the discount would be:
[tex]\( c - 0.5 \)[/tex]. (Since each cupcake costs $0.50 less than its normal price)
3. Multiply the discounted price by the total number of cupcakes to find the total amount paid:
[tex]\( (c - 0.5) \times 65 = 195 \)[/tex].
So the equation that represents the situation is:
[tex]\[ 65 \times (c - 0.5) = 195 \][/tex]
This equation allows you to find the value of [tex]\( c \)[/tex], which is the normal price of a cupcake before the discount was applied.
