Answer:
True
Explanation:
the discount rate used for a project should reflect the risk of the project so as to make accurate predictions. if the discount rate used for a project is the same as that of the firm and the risks of the project differs, the predictions made with this project would be inaccurate. the risk adjusted discount rate has to be calculated.
Answer:
Interest will be $5000
So option (A) will be correct option
Explanation:
We have given principal amount P = $500000
Rate of interest = 6 %
Time is November 1 to December 31
So time = 2 months = 0.1666 year
Interest is given by
Interest 
So option (a) will be correct option
Answer:
1 a) + asset , + preferred stock
b) + asset , + preferred stock
c) + assets , + stockholder's equity
d) - and + Asset
e) + -Asset
f) - Equity , + liability
g) - Equity , - Asset
journal entry
a) Debit bank 700000 Credit Preferred stock 700000
b) debit land 420000 , credit preferred stock 420000
c) debit bank 768000 credit stockholder's equity 768000
d) Debit investment 270000 credit bank 270000
e) Debit bank 189000 , credit investment 189000
f) Debit dividend 19600 credit shareholders for dividends 19600
g) debit dividends 96000 credit bank 96000
Explanation:
dividends preferred = 7000 + 4200 = 11200 * 1 . 75 = 19600
dividends common stock = 48000 * 25 * 8 % = 96000
Answer:
$112,500
Explanation:
July August September October
Credit Sales(90000*75%) 67,500
(110,000*75%) 82,500
(120,000*75%) 90,000
Cash Sales (120,000*25% 30,000
<em>Total Cash expected to be collected in September will be;</em>
Credit Sales of August $82,500
Cash Sales of September $30,000
Total cash expected to be collected in September =$112,500
The current value of the mortgage will be given by:
A=P(1+r/100)^n
where:
P=$150,000
r=5%
n=16 years
therefore:
A=150000(1+5/100)^16
A=150000(1.05)^16
A=$201,014.35
If He wants to pay off his mortgage now, he needs $201,014.35