Answer:
Jan. 22
Dr Cash $7,140,000
Cr Common Stock $6,300,000
Cr Paid in capital in excess of par $840,000
Feb. 27
Dr Cash $180,000
Cr Preferred Stock $135,000
Cr Paid-In Capital in Excess of Par-Preferred $45,000
Explanation:
Preparation of the entries for January 22 and February 27.
Jan. 22
Dr Cash $7,140,000
(210,000*$34)
Cr Common Stock $6,300,000
(210,000*$30)
Cr Paid in capital in excess of par $840,000
($7,140,000-$6,300,000)
Feb. 27
Dr Cash $180,000
(15,000*$12)
Cr Preferred Stock $135,000
(15,000*$9)
Cr Paid-In Capital in Excess of Par-Preferred $45,000
($180,000-$135,000)
Answer:
$2681.30 approx.
Explanation:
The first annuity is case of annuity due
For the first annuity, $2500 + 2500 × cumulative present value factor at 7.25% for 14 years
= $2500 + 8.6158 × 2500
= $24040 approx
The second annuity is the case of deferred annuity wherein payments are made at the end of the year.
Payment amount of second annuity = Present Value of first annuity ÷ cumulative present value annuity factor at 7.25% for 15 years
This will be equal to 24,040/8.9658 = $2681.30 approx.
Answer:
A. $41,120.
Explanation:
Year Description Cash flow Present [email protected]%
0 Equipment cost ($30,000) ($30,000)
1-4 Additional CF $24,000 $69,929.10
4 Residual value $2,000 $1,184.16
Present value total $41,113.26
Based on the above calculation, the answer shall be A. $41,120.
Answer:
amount of tax saving is $4320
Explanation:
given data
tax deduction = $18000
marginal tax rate = 24%
effective tax rate = 20%
to find out
amount of tax saving
solution
we know tax saving formula that is
tax saving = tax deduction × marginal tax ........................1
so now put here all value in equation 1
tax saving = tax deduction × marginal tax
tax saving = 18000 × 24%
tax saving = 18000 × 0.24
tax saving = 4320
so amount of tax saving is $4320
Answer:
maximum interest rate = 3%
so correct option is A) 3%
Explanation:
given data
investment = $6000
receive = $6180
borrow = $6000
to find out
maximum interest rate bank needs to offer on the loan
solution
we consider here maximum interest rate bank needs to offer is = r
so value of investment will be express here as
value of investment = amount to be borrowed × ( 1 + r ) ................1
put here value we get rate r
6180 = 6000 × ( 1 + r )
solve it we get
rate = 0.03
maximum interest rate = 3%
so correct option is A) 3%
