Answer:
b. 23.8%
Explanation:
For computing the percentage difference, we have to compute the Pre-tax income of both corporations and the partnership
For corporations:
Pre-tax income = (1 - corporate tax rate) × (1 - personal tax rate)
= (1 - 0.34) × (1 - 0.30)
= 0.66 × 0.70
= 0.462 or 46.2%
For partnership:
Pre-tax income = (1 - personal tax rate)
= (1 - 0.30)
= 0.70 or 70%
So, the difference would be
= 70% - 46.2%
= 23.8%
At the time of collection, if the amount is paid within the discount period, the following entry is recorded:
Cash (+A).......................xxx
Sales discount(+XR,-R,-SE)........xxx
R. Jones (Accounts Receivables)(-A)….xxx
If the account is paid in full before the end of the discount period, the customer can be eligible for a cash discount rate. The duration of the trade credit is known as the credit period, and up until the end of the credit term, no interest is applied to the outstanding balance.
You use it to illustrate how a company's cash flow is distributed equally throughout the year rather than arriving in full at the end. We would use discount period numbers of 1 for the first year, 2 for the second year, 3 for the third year, and so on in a DCF without the mid-year convention.
Learn more about discount period here
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Someone who is retiring has more experience on what to invest in than someone who is still getting used to knowing what to invest in
Answer:
a. N = 7, I/Y = 4, PV = -37,000
Explanation:
In financial calculator % is already written in the calculator so we have to write only number in calculator.
Option b incorrect because it has included a number with % ( 4% ) sign that we dint do usually in calculator.
Option c is incorrect because it has taken pv as positive
Option d is incorrect because it has written 4% that we don't put in calculator as well as it has inserted positive pv which is also wrong.
Answer:
Explanation:
MIRR equation is given by :
[(FV +ve cashflow / PV -ve cashflow)^(1/n)] - 1
FV +ve cashflow = Future value of positive cashflow at reinvestment rate
PV - ve cashflow = Present value of negative cashflow at finance rate
n = number of periods
The Modified Internal Rate of Return is a devised modification for the Internal rate of return, IRR which gives rate of return on percentage and overcomes the limitations of the IRR formula.
