Answer:
bots
Explanation:
A bot is an application which simulates an individual's interaction with other users or systems. They are usually able to perform simple and repetitive tasks in large quantitative which would be very improbable for a human to perform, e.g. they can spend several days in social media applications.
In this case, brokers probably used bots to purchase tickets by making several small purchases.
D) They are ranked by how quickly we can access the cash.
Answer:
1. 32.68%
2 .C. Two years
Explanation:
1. Using Excel or a scientific calculator, you can calculate the IRR which is the discount rate that makes the Net Present Value to equal $0.
= IRR(-2100000,1200000,1200000,1200000)
= 32.68%
2. The Payback period is how long it takes for the cash inflows to pay off the original investment.
Original Investment = -$2,000
After year 1 = -2,000 + 600 = -$1,400
After year 2 = -1,400 + 1,400 = $0
It took 2 years to payback the original investment so Two years is the Payback period.
Answer:
MIRR = 16.6%
Explanation:
We have the formula to calculate the MIRR of the project:
+) ![MIRR =\sqrt[n]{\frac{FV}{PV} } - 1](https://tex.z-dn.net/?f=MIRR%20%3D%5Csqrt%5Bn%5D%7B%5Cfrac%7BFV%7D%7BPV%7D%20%7D%20-%201)
In which:
- FV - terminal value, the future value of net cash inflow which is assumed to be re-invested at the rate of cost of capital = WACC = 12.25%
- PV - the present value of the net cash outflows during the investment at the rate of cost of capital = WACC
- n: numbers of years (n=4)
The future value of net cash inflow Year i = Cash inflow × (1 + Cost of capital)^(number of years reinvested)
= Cash inflow × 1.1225^(n - i)
+)
= $424.327
+)
= $403.202
+)
= $381.65
+)
= $360
<em>=> Terminal Value = 424.327 + 403.202 + 381.65 + 360 = $1569.179</em>
<em />
Present Value Year i = 
The project requires the initial investment = - $850 and there are no cash outflows during 4 years of the project
<em>=> PV of the project = PV Year 0 = </em>
<em> = 850</em>
=> MIRR =
= 0.166 = 16.6%