Answer:
Accumulated Depreciation As of December 31, 2010 = $105,000
Explanation:
<em>Under the straight line method of depreciation, the cost of an asset less the salvage value is spread equally over the expected useful life.</em>
<em>Annual depreciation:</em>
= (cost of assets - salvage value)/ 5 years
= (180,000 -30,000)/5
=.$30,000
<em>From July 1 2007 to December 31 2010 = 3 years 6 months = 42 months</em>
So total accumulated depreciation at the end of 3 years 6 months :
= ( 30,000/12) × 42
= $105,000
Accumulated Depreciation As of December 31, 2010 = = $105,000
Answer:
$25,891,632.37
Explanation:
The computation of the market value of the bond in two years is given below:
We know that
Market value of the bonds be in two years is
= pv(rate, nper,pmt,fv)
Here
Nper = 2
PV = ?
PMT = 25000000 × 10% = 2500000
FV = 25000000
Rate = 8%
Now
Market value of the bonds be in two years is
= pv( 8%,2,2500000,25000000)
= $25,891,632.37
Answer:
contextual stimuli
Explanation:
Contextual stimuli refers to such a situation wherein an individual's behavior varies as per the context or as per the situation.
Stimuli refers to stimulation induces an individual to act in a certain way.
In the given case, John behaves differently in both the situations i.e when he is alone or while he is surrounded by his friends. Both the situations extract different sort of reactions.
When he is surrounded by his friends, his reactions are governed by social factor and his social presence. Such reaction could also arise when an individual seeks social recognition and in such events ignores the content being derogatory or mocking.
When the same individual is alone with her, he acts naturally since the social factor does not exist.
Answer:
$26,800
Explanation:
Data given in the question
Probability of the risk = 40%
Cost of the project = $67,000
So by considering the above information
The expected monetary value of the risk event is
= Probability of the risk × cost of the project
= 40% × $67,000
= $26,800
By multiplying the probability with the cost of the project, the expected monetary value could come
