Answer:
$1.07
Explanation:
The marginal cost measures the change in total cost of adding on more worker divided by the change in product for this additional worker (marginal product of labor). When adding one more worker, costs will increase by $80 (wage rate), while product will increase by 75. Therefore, the marginal cost is:
The marginal cost is $1.07.
Most likely a two year college, so a local community college nearby is a good option. It's also a lot cheaper than a traditional university.
Answer:
Hard Soft Plastic
San Francisco 3,600 7,800 12,000
Los Angeles 2,400 1,800 3,000
Explanation:
The sales during January were as follows:
Hard Soft Plastic
San Francisco 600 1,300 2,000
Los Angeles 400 300 500
If the sales during the next five months were actually the same, then to determine total sales all we have to do is multiply January's sales by 6.
600 x 6 = 3,600 1,300 x 6 = 7,800 2,000 x 6 = 12,000
400 x 6 = 2,400 300 x 6 = 1,800 500 x 6 = 3,000
General Rule: Daily compounding gives a higher yield
Compounding works like this:
6.025% per quarter
Quarter 1: $100 x 6.025% = $6.025
Quarter 2: $106.025 x 6.025% = $6.388
Quarter 3: $112.413 x 6.025% = $6.7729
Quarter 4: $119.186 x 6.025% = $7.4491
Etc…
6% per day
Day 1: $100 x 6% = $6
Day 2: $106 x 6% = $6.36
...
Day 365: $193.47 x 6% = $11.96
Answer:
This question has a missing information. I have found the complete version and pasted it down below;
"Your neighbor offers you an investment opportunity, which will pay a single lump sum of S2,000 five years from today. The investment requires a single payment of <em>$1,500 today</em>. The return on the investment is % A. 4.195 B. 4.729 C. 5.361 D. 5.922 E. 6.961 "
Explanation:
This question requires you to find that discount rate given a single future cashflow. $2,000 is expected 5 years from today, hence the future value. $1,500 payment today is the dollar value today, hence the Present value.
Using a financial calculator, you will key in the following inputs;
Total duration; N = 5
Present value; PV = -1,500 (it's a cash outflow hence negative)
Recurring payment; PMT = 0
Future value; FV = 2,000
then find the rate by keying in CPT I/Y = 5.922%
Therefore, the return on the investment is 5.92%
