Answer:
$353.05
Explanation:
To calculate this, the loan amortization formula is employed as follwow:
P = {A × [r(1 + r)^n]} ÷ {[(1+r)^n]-1} .................................... (1)
Where,
P = Monthly required payment = ?
A = Loan amount = $7,500
r = monthly interest rate = (0.12 ÷ 12) = 0.01
n = number of payment period = 24 months
Substituting all the figures into equation (1), we have:
P = {7,500 × [0.01(1 + 0.01)^24]} ÷ {[(1 + 0.01)^24]-1} = $353.05
Therefore, the amount of monthly payments is $353.05.
Annual inflationary loss of buying power is a valid criticism of the use of money as a store of value in modern economies.
Explanation:
As a result of a highly inflationary reduction in the buying ability of an economy, significant negative economic impacts emerge, particularly rising costs of consumer goods and services, with high-interest rates impacting global markets and lower ratings.
The buying power is the buyer's dollar value of credit to purchase additional stocks and bonds on the retirement account against the already marginal securities. Capacity can also be recognised as the purchasing power of the dollar.
Explanation:
The Journal Entry is given below:-
a. Cash Dr, 8400
Accounts receivable 8400
(Being the Cash received)
b. Supplies Dr, 2500
Office equipment 2500
(Being the reserve entry is recorded)
Supplies Dr, 2500
Accounts payable 2500
(Being the supply is purchased)
Answer:
3,000
Explanation:
Data provided in the question:
Number of shares authorized = 15,000
Number if shares issued = 4,500
Number of shares repurchased = 1,500
Now,
Total shares outstanding = Shares issued - Shares repurchased
or
Total shares outstanding = 4500 - 1,500
or
Total shares outstanding = 3,000
Hence,
3,000 shares are outstanding at December 31
