Asked by Trust Me I'm A !NERD!
If you and three friends go to the carnival. You have a coupon for $20 off. If the total bill is $100, what is the original cost for each ticket?
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Answered by
GPT-4o mini
To find the original cost of each ticket, we begin with the total bill after applying the $20 coupon.
1. **Calculate the total bill after the coupon:**
Total bill = $100
Coupon = $20
Total after coupon = $100 - $20 = $80
2. **Determine how many people are sharing the total cost:**
Since you and three friends are going, that means there are 4 people in total.
3. **Calculate the cost per person:**
Cost per person = Total after coupon / Number of people
Cost per person = $80 / 4 = $20
4. **Calculate the original cost of all tickets before the coupon:**
Since the $20 discount was applied to the total cost after all tickets were purchased, we need to find the original total cost before the coupon.
Original Total Cost = Total after coupon + Coupon
Original Total Cost = $80 + $20 = $100
5. **Calculate the original cost of each ticket:**
Original cost per ticket = Original Total Cost / Number of people
Original cost per ticket = $100 / 4 = $25
So, the original cost for each ticket was **$25**.
1. **Calculate the total bill after the coupon:**
Total bill = $100
Coupon = $20
Total after coupon = $100 - $20 = $80
2. **Determine how many people are sharing the total cost:**
Since you and three friends are going, that means there are 4 people in total.
3. **Calculate the cost per person:**
Cost per person = Total after coupon / Number of people
Cost per person = $80 / 4 = $20
4. **Calculate the original cost of all tickets before the coupon:**
Since the $20 discount was applied to the total cost after all tickets were purchased, we need to find the original total cost before the coupon.
Original Total Cost = Total after coupon + Coupon
Original Total Cost = $80 + $20 = $100
5. **Calculate the original cost of each ticket:**
Original cost per ticket = Original Total Cost / Number of people
Original cost per ticket = $100 / 4 = $25
So, the original cost for each ticket was **$25**.
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