Final answer:
a) The cost for each posting depends on the number of job postings and is given in the question. b) Maple Place pays $10 less per posting compared to the price for one posting. c) The cost of five postings is obtained by multiplying the price per posting by the number of postings. d) The total savings for the five postings is calculated by subtracting the cost of the five postings from the cost of one posting. e) The total savings as a percent of the total cost for the five postings is approximately -75%.
Step-by-step explanation:
a) The cost of each posting depends on the number of job postings. According to the given information, the cost per posting is:
- For 1 posting: $395.00
- For 2 postings: $385.00
- For 3 postings: $375.00
- For 4 postings: $350.00
- For 5 - 20 postings: $320.00
- For 21 - 50 postings: $265.00
b) To calculate how much less Maple Place pays per posting compared to the price for one posting, we need to subtract the price for one posting from the price Maple Place pays per posting. Using the given information, we can calculate this for Maple Place:
Price for one posting: $395.00
Price Maple Place pays per posting: $385.00
The difference is $395.00 - $385.00 = $10.00.
c) The cost of five postings can be calculated by multiplying the price per posting with the number of postings. Using the given information, we can calculate this:
For 5 postings: $320.00 x 5 = $1,600.00
d) The total savings for the five postings can be calculated by subtracting the cost of the five postings from the cost of one posting. Using the given information, we can calculate this:
For 1 posting: $395.00
For 5 postings: $1,600.00
The total savings is $395.00 - $1,600.00 = -$1,205.00
e) To express the total savings as a percent of the total cost for the five postings, we need to calculate the percent. Using the given information, we can calculate this:
Total savings: -$1,205.00
Total cost for the five postings: $1,600.00
The percent can be calculated using the formula: (Total savings / Total cost) x 100%. In this case, the calculation is: (-$1,205.00 / $1,600.00) x 100% = -75.3125%.
Therefore, the total savings as a percent of the total cost for the five postings is approximately -75%.