Given: △AKL, m∠K=90° AK = KL = 2 M∈ AL , AM = ML Find: ML and KM
2 answers:
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Answer:
$66,000
Step-by-step explanation:
Data provided in the question:
Purchasing cost of the machine = $320,000
Salvage value = $20,000
Useful life of the machine = 5 years
The gain on selling of the machine = $6,000
Now,
The annual depreciation of the machine
= [Cost - salvage value] ÷ ( Useful life )
= [ $320,000 - $20,000 ] ÷ 5
= $60,000
Accumulated depreciation from January 1, 2014 to May 1, 2018
= Annual depreciation × (Duration from January 1, 2014 to May 1, 2018 )
= $60,000 × ( 4 years 4 months )
= $60,000 × years
[48 months + 4 months = 52 months]
= $260,000
Therefore,
Book value on May 1, 2018 = Cost - Accumulated depreciation
= $320,000 - $260,000
= $60,000
Now,
Gain = Selling cost - Book value
$6,000 = Selling cost - $60,000
or
Selling cost = $66,000
Hence,
cash Bogle received from the sale of the machinery was $66,000
Answer:
The two stadiums are approximately 3115.1 meters away from each other
Step-by-step explanation:
Since we can construct two right angle triangles between the blimp and the two stadiums as shown in the attached image, then the distance "x" between the two can be find as the difference between the right triangle legs that extend on the ground.
In order to find the size of such legs, one can use the tangent function of the given depression angles as shown below:
and for the other one:
The the distance between the stadiums is the difference:
b - a = 3405.7 - 290.6 meters = 3115.1 meters
