Question
The table below shows the cost for a movie theater membership with an initial start-up fee charged in the first month. Click Here for Help Video
Number of Months
Cost ($)
1
69
69
2
98
98
3
127
127
The cost per month is $
.
The initial cost is $
.
Number of Months
Cost ($)
1
69
69
2
98
98
3
127
127
The cost per month is $
.
The initial cost is $
.
Answers
GPT-4o mini
To determine the cost per month and the initial cost from the provided data, we can break down the cost structure.
1. **Initial Cost**: This is typically the cost incurred in the first month, which is the start-up fee. From the table, the cost for 1 month is $69. So, the initial cost is:
**Initial Cost = $69**
2. **Cost per Month**: To find the cost per month, we observe the additional costs incurred in the subsequent months.
- For 2 months, the cost is $98. The additional cost for the second month is:
\[
98 - 69 = 29
\]
- For 3 months, the cost is $127. The additional cost for the third month is:
\[
127 - 98 = 29
\]
It appears that the cost per month after the initial payment of $69 is $29.
Thus, the cost per month is:
**Cost per Month = $29**
In summary:
- The initial cost is **$69**.
- The cost per month is **$29**.
1. **Initial Cost**: This is typically the cost incurred in the first month, which is the start-up fee. From the table, the cost for 1 month is $69. So, the initial cost is:
**Initial Cost = $69**
2. **Cost per Month**: To find the cost per month, we observe the additional costs incurred in the subsequent months.
- For 2 months, the cost is $98. The additional cost for the second month is:
\[
98 - 69 = 29
\]
- For 3 months, the cost is $127. The additional cost for the third month is:
\[
127 - 98 = 29
\]
It appears that the cost per month after the initial payment of $69 is $29.
Thus, the cost per month is:
**Cost per Month = $29**
In summary:
- The initial cost is **$69**.
- The cost per month is **$29**.