Answer:
$42,240
Explanation:
The computation of the balance of the Accumulated Depreciation account at the end of 2019 is as follows;
But before that the depreciation rate is
= 1 ÷ 5 × 2
= 40%
For the first year, the depreciation expense is
= $66,000 × 40%
= $26,400
Now for the 2019, the depreciation expense is
= ($66,000 - $26,400) × 40%
= $15,840
Now the accumulated depreciation is
= $26,400 + $15,840
= $42,240
Answer:
$45,000
Explanation:
In this case the market value is $200,000 but the policy limit is only $120,000, with a coinsurance of 80%.
Since the amount of loss = $60,000, the insurance company will pay:
(stop limit / value) x loss = ($120,000 / $160,000*) x $60,000 = 0.75 x $60,000 = $45,000
*the $160,000 value is determined by multiplying the fair market value of the property times the coinsurance = $200,000 x 80% = $160,000
Answer: $115998
Explanation:
Based on the information given, we can calculate the NOI from the 6th year which will be:
= $80,000 × (100% + 15%)
= $80,000 × 115%
= $80,000 × 1.15
= $92,000
Therefore, the net present value of the property based on the 10-year holding period and a discount rate of 9.5% will be:
= 80000(PVAF, 5 year) + 92000[PVAF,(10-5),9.5%] + 830000/(1.095)10-750000
= (80000 × 3.839) + (92000 × 2.439) + (830000 × 0.403) - 750000
= 307120 + 224388 + 334490 - 750000
= 865998 - 750000
= $115998
Therefore, the net present value is $115998
Answer:
$1,901,385
Explanation:
First unit produced by lambda took 5,000 hours to produce and required $30,000 worth of materials and equipment usage.
The second unit took 4,500 hours and used $24,000 worth of materials and equipment usage.
learning rate = time needed to produce second unit / time needed to produce first unit = 4,500 hours / 5,000 hours = 90%
materials and equipment usage rate = $24,000 / $30,000 = 80%
using the attached table of cumulative values, we can determine the cumulative improvement factors needed to solve this question:
Olsan's accumulated cost for producing 20 more guidance controls
-
work hours = 4,500 x 14.61 (90% and 20 units) x $25 per hour = $1,643,625
- materials and equipment = $24,000 x 10.74 (95% and 20 units) = $257,760
- total = $1,901,385