Answer:
Ans. rate of return= 7.37%
Explanation:
The easiest way to find this discount rate is to set a MS Excel sheet and use the function "Find Goal". In the attachments, there is a spreadsheet that I got ready for you. There are 2 cells in color, one is yellow and the other one is green. You just go ahead and replace the value of the green cell with any percentage that you want, for example, 2%, then use the function "find goal" and set the objective cell to be the yellow cell (B5), changing the cell in green (B7), and hit enter.
Best of luck.
Answer:
$58,740
Explanation:
The computation of the cash paid is shown below:
For March month
= March purchase × remaining percentage
= $53,000 × 80%
= $42,400
For April month
= April purchase × given percentage × after applying cash discount
= $86,000 × 20% × 95%
= $16,340
So, the total amount of cash paid would be
= $42,400 + $16,340
= $58,740
Simply we multiply the monthly percentage with their percentage criteria
Answer:
OPTION C i.e 11%
Option A i.e 30.55 year
Explanation:
we know that capital can be calculated as
from the data given in question we can calculate the value of r
so
solving for r we get
r = 11%
option C
we know that
from the data given we can evealueate the value of n
solving for n we get
n = 30.55 year.
Option A
<u>"Money laundering" </u>is a process in which an amount of money gained from illegal activities is made to appear as if it is earned from a genuine source.
Money laundering is a criminal plan that can work likewise, yet it includes the stowing away of cash as opposed to a ball.
Money laundering is an approach to cover wrongfully acquired assets. Money laundering works by moving cash in intricate and convoluted monetary exchanges which deceive any individual who may look to follow and audit the exchanges. The goal is to make it hard to recognize the first party to the exchange, known as the launderer.
Answer:
12.085 %
Explanation:
WACC = Cost of Equity x Weight of Equity + Cost of Preference Stock x Weight of Preference Stock + Cost of Debt x Weight of Debt
Remember to use the after tax cost of debt :
after tax cost of debt = interest x ( 1 - tax rate)
= 8.00 % x (1 - 0.35)
= 5.20 %
therefore,
WACC = 22.00 % x 0.40 + 8.50 % x 0.05 + 5.20 % x 0.55
= 12.085 %
thus
the firm's WACC given a tax rate of 35 percent is 12.085 %
