Answer:
FV= $904,322.05
Explanation:
First, we will calculate the future value of the 18 deposits 19 years from now. Also the value of the $18,418 19 years from now.
FV= {A*[(1+i)^n-1]}/i
A= annual deposit= 9,359
n= 18
i= 0.04
FV= {9,359*[(1.04^18) - 1]} / 0.04
FV= $240,015.42
FV= PV*(1+i)^n
FV= 18,418*(1.04^19)
FV= $38,803.95
Total FV= 240,015.42 + 38,803.95= $278,819.37
Finally, the value of the account for the remaining 30 years:
FV= 278,819.37*(1.04^30)
FV= $904,322.05
A motel had the following business on a particular week. Number Occupied Type of room Sun Mon Tues Wed Thu Fri Sat Rate per night Nightly 60 60 60 60 60 $80 5-day Week 90 90 90 90 90 $64 7-day Week 50 50 50 50 50 50 50 $48 Weekend only 130 130 $56 If there are 200 rooms and the operating costs are $20,000 plus a cleaning fee of $5 per room per day, compute the profit during the one-week period. Group of answer choices $57,360 $57,059 $64,160 $64,160
Answer:
Total profit for week = $57360
Explanation:
To calculate the profit for one-week period, we first need to calculate the revenue for one week period based on the given occupancy.
We will first calculate the revenue for every day and add it to calculate the revenue for the week.
Sunday = 60 * 80 + 90 * 64 + 50 * 48 => $12960
Monday = 60 * 80 + 90 * 64 + 50 * 48 => $12960
Tuesday = 60 * 80 + 90 * 64 + 50 * 48 => $12960
Wednesday = 60 * 80 + 90 * 64 + 50 * 48 => $12960
Thursday = 60 * 80 + 90 * 64 + 50 * 48 => $12960
Friday = 50 * 48 + 130 * 56 => $9680
Saturday = 50 * 48 + 130 * 56 => $9680
Total revenue for one week = 12960 * 5 + 9680 * 2 => $84160
To calculate the profit, we will first calculate the total cost.
Total cost = 20000 + (5 * 200 * 5 + 5 * 180 * 2)
Total cost = $26800
Total profit for week = 84160 - 26800
Total profit for week = $57360
At the beginning of the year, Cann Co. started construction on a new $2 million addition to its plant. Total construction expenditures made during the year were $200,000 on January 2, $600,000 on May 1, and $300,000 on December 1. On January 2, the company borrowed $500,000 for the construction at 12%. The only other outstanding debt the company had was a 10% interest rate, long-term mortgage of $800,000, which had been outstanding the entire year. What amount of interest should Cann capitalize as part of the cost of the plant addition
Answer:
$72,500
Explanation:
The computation of the amount of interest capitalized is as follows:
= ($500,000 × 12%) + ($625,000 - $500,000) × 10%
= $60,000 + $12,500
= $72,500
The Average expenditure for the year is
= ($200,000 × 12 ÷ 12) + ($600,000 × 8 ÷ 12) + ($300,000 × 1 ÷ 12)
= $200,000 + $400,000 + $25,000
= $625,000
