Answer:
PV= $90,990.39
Explanation:
Giving the following information:
Future value= $140,000
Number of periods= 5 years
Rate of return= 9%
<u>To calculate the price to pay today, we need to calculate the present value. We will use the following formula:</u>
PV= FV/(1+i)^n
PV= 140,000 / (1.09^5)
PV= $90,990.39
Answer:
$296,969.70
Explanation:
Days of sales outstanding = number of days in a period / receivables turnover
Receivables turnover = revenue / average receivables
33 = 365 / receivables turnover
receivables turnover = 11.060606
11.060606 = revenue / $350,000
revenue = $3,871,212.12
with the new policy and same revenue :
28 = 365 / receivables turnover
receivables turnover = 13.035714
13.035714 = $3,871,212.12 / average receivables
= $296,969.70
Answer:
$9.2
0
Explanation:
The calculation of the Finishing Department is shown below:-
Plant - wide overhead rate = Total overhead ÷ Total machine hour
= ($470,000 + $737,900) ÷ ($470,000 + 133,950)
Plant wide overhead rate = $2 per machine hour
Machine hour for product = 4.2 + 0.4
= $4.6 machine hour
Applied overhead = Machine hour for product × Plant wide overhead rate
= $4.6 × $2
= $9.2
0
Answer:
b.$296,500.
Explanation:
Calculation to determine what Greene should report as unamortized bond discount
First step is to calculate the discount amount
Discount Amount= ($5,000,000 × .09) - ($4,685,000 × .10)
Discount Amount= $18,500
Now let determine the unamortized bond discount
Unamortized bond discount=$315,000 - $18,500 Unamortized bond discount= $296,500
Therefore Greene should report unamortized bond discount of $296,500