Answer:
$9,760.48
Explanation:
Present value of annuity due = P* [[1 - (1+r)^-(n-1)] / r] + P. Where P = Periodic payment = $1,000, r = Rate of interest per period 4% (0.48/12), n = number of payments 12 (12*1)
Present value of annuity = $1000 * [[1 - (1 + 0.04)^-(12-1)] / 0.04] + $1000
Present value of annuity = $1000*8.760475 + $1000
Present value of annuity = $8760.48 + $1000
Present value of annuity = $9,760.48
Answer:
B : an entry on the left side of an account.
Explanation:
There are two terms i.e debit and credit.
The accounts that reported as an expense, losses, assets are recorded in the left-hand side of an account as it contains the debit balance.
While the account reported as a revenue, gains, liabilities & stockholder equity are recorded in the right-hand side of an account as it contains the credit balance.
No answer choices......
In a mortgage, the amount of money borrowed is called the Loan principal, or just a loan.
Answer:
(i) $34,200
(ii) $55,860
(iii) $23,960
Explanation:
Total sales = $ 240,000 + $392,000 + $168,000
= $800,000
Department 1:
sales = $240,000
Percent of total = sales ÷ Total sales
= $240,000 ÷ $800,000
= 0.3
Allocated amount = % of total × advertising to allocate
= 0.3 × $114,000
= $34,200
Department 2:
sales = $392,000
Percent of total = sales ÷ Total sales
= $392,000 ÷ $800,000
= 0.49
Allocated amount = % of total × advertising to allocate
= 0.49 × $114,000
= $55,860
Department 3:
sales = $168,000
Percent of total = sales ÷ Total sales
= $168,000 ÷ $800,000
= 0.21
Allocated amount = % of total × advertising to allocate
= 0.21 × $114,000
= $23,940
