Question
What original price can I set this below that will get 33% off?
Original Price $ -
33% Discount if Booked with Edging
Includes:
Front Yard Mowing - $25
Back Yard Mowing - $33
Edging - $7
Original Price $ -
33% Discount if Booked with Edging
Includes:
Front Yard Mowing - $25
Back Yard Mowing - $33
Edging - $7
Answers
GPT-4o mini
To determine the original price that allows for a 33% discount to equal the total of the services provided, we first need to calculate the total cost of the services and then work backward to find the original price.
The services you listed are:
- Front Yard Mowing: $25
- Back Yard Mowing: $33
- Edging: $7
Total cost of services:
\[
\text{Total} = 25 + 33 + 7 = 65
\]
Now, if you want the total cost after a 33% discount to equal $65, we need to set up the equation where \( P \) is the original price:
\[
P - (0.33 \times P) = 65
\]
This simplifies to:
\[
0.67P = 65
\]
To find \( P \), divide both sides by 0.67:
\[
P = \frac{65}{0.67} \approx 97.01
\]
So, the original price you can set, rounded to two decimal places, would be approximately **$97.01**. When a 33% discount is applied to this price, the customer will pay approximately $65, which matches the total cost of the services you provided.
The services you listed are:
- Front Yard Mowing: $25
- Back Yard Mowing: $33
- Edging: $7
Total cost of services:
\[
\text{Total} = 25 + 33 + 7 = 65
\]
Now, if you want the total cost after a 33% discount to equal $65, we need to set up the equation where \( P \) is the original price:
\[
P - (0.33 \times P) = 65
\]
This simplifies to:
\[
0.67P = 65
\]
To find \( P \), divide both sides by 0.67:
\[
P = \frac{65}{0.67} \approx 97.01
\]
So, the original price you can set, rounded to two decimal places, would be approximately **$97.01**. When a 33% discount is applied to this price, the customer will pay approximately $65, which matches the total cost of the services you provided.