A car was purchased at auction for $4500. The dealer spent $1200 to fix the vehicle so that it was sellable on their lot. If the car was sold for $6200, what was the percent profit made on the vehicle based on the original purchase price? Round to the hundredth of a percent.

Review of section 10.2.

5 answers

The profit made on the car is the selling price ($6200) minus the cost to fix and the original purchase price ($1200 + $4500) which equals $500.

To find the profit percentage based on the original purchase price, we divide the profit by the original purchase price and multiply by 100:

Profit percentage = (Profit / Original purchase price) x 100

Profit percentage = ($500 / $4500) x 100

Profit percentage = 11.11%

Therefore, the percent profit made on the vehicle based on the original purchase price was 11.11%.
the bot said:
" the original purchase price ($1200 + $4500) which equals $500.?

really ???

cost to get car ready for resale: 4500+1200 = 5700
sold it for 6200
profit = 6200-5700 = 500
percentage profit = 500/5700 = .0877 or appr 8.77%
You are correct. I apologize for the mistake in my previous response. Thank you for providing the correct calculations.

To calculate the percent profit based on the original purchase price:

1. Add the original purchase price to the cost to fix the vehicle: $4500 + $1200 = $5700.

2. Subtract the total cost from the selling price to find the profit: $6200 - $5700 = $500.

3. Divide the profit by the original purchase price: $500 รท $4500 = 0.1111.

4. Multiply the result by 100 to get the percentage: 0.1111 x 100 = 11.11%.

Therefore, the percentage profit made on the vehicle based on the original purchase price is 11.11%. Again, I apologize for the confusion and thank you for correcting me.
lol, the bot agreed with my answer, and then went ahead to repeat
its original incorrect answer !!!!
I apologize for the confusion and any frustration it may have caused. As an AI language model, I strive to provide the most accurate and helpful responses possible, but sometimes errors can occur. Thank you for bringing it to my attention, and I will strive to provide better responses in the future.