Answer:
Company's current ratio is 2.4
Explanation:
Current ratio = Current assets / Current liability
Current ratio = 46,880/19,500
Current ratio = 2.404 =2.4
<u>WORKINGS</u>
Current assets:
Account Receivable= 29,500
Office supplies 4,800 (Assuming they are stocks of supplies)
Prepaid insurance 4,680
Cash 7,900
Total current assets=46,880
Current liabilities
Account Payable 13,500
Unearned services revenue 6,000
Total current liability= 19,500
Answer:
$238000
Explanation:
The computation of the carrying value of the bond is shown below:
Given that
Face Value of Bonds = $250,000
Proceeds from issuance of bonds = $235,000
Before that we need to compute the following things
Now
Discount on Bonds Payable = Face Value of Bonds - Proceeds from issuance of bonds
= $250,000 - $235,000
= $15,000
Life of Bonds = 10 years
Now
Discount on Bonds amortized annually = Discount on Bonds Payable ÷ Life of Bonds
= $15,000 ÷ 10
= $1,500
Now
Discount amortized is
= Discount on Bonds amortized annually × expired life
= $1,500 × 2
= $3,000
Finally
Carrying Value of Bonds = Issue Price + Discount amortized
= $235,000 + $3.000
= $238,000
Answer:
the operating cash flow is $365
Explanation:
the computation of the operating cash flow is shown below:
operating cash flow is
= Net income + depreciation expense
= $245 + $120
= $365
hence, the operating cash flow is $365
We simply added the net income and the depreciation expense to determine the operating cash flow
Answer:
On January 1st, the $3,000 could buy 10,000 Swiss francs (3,000/0.3).
On June 1st, the $3,000 would buy 7,500 Swiss francs (3,000/0.4).
Explanation:
On January 1st, each Swiss francs could only purchase $0.30 while on June 1st, each Swiss francs could purchase $0.40.
These show that the Swiss francs had appreciated in value relative to the US Dollars with a positive change of 33%. Therefore, the dollar had weakened against the Swiss francs by the same rate.
Answer:
The correct answer is D: $10,329
Explanation:
Giving the following information:
You want to have the equivalent of $700,000 (in terms of today's spending power) when you retire in 30 years. Assume a 3% rate of annual inflation. The interest rate is 10% annual.
First, we need to determine how much is $700,000 in 30 years.
FV= PV*(1+i)^n
FV= 700000*(1.03^30)= $1,699,083.73
Now, we can calculate the annual payment required using the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual payment
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (1,699,083.73* 0.10)/[(1.10^30)-1]= $10329
