I would rather invest in an unregistered private stock cause it private an not know to other people
Answer and Explanation:
The computation of two different depreciation schedules is shown below:-
a. Using the Double-declining balance method
Year Equipment Cost Depreciation rate Amount
2005 $90,000 50% $45,000
2006 $45,000 50% $22,500
2007 $22,500 50% $11,250
2008 No depreciation as it is lower that straight line method that is $22,500 also we took the double rate of 25% so we consider 50%
b. Using the straight line method
Straight Line Depreciation Method:
$100,000 - $10,000
= $90,000
Year Equipment Cost Depreciation rate Amount
2005 $90,000 25% $22,500
2006 $90,000 25% $22,500
2007 $90,000 25% $22,500
2008 $90,000 25% $22,500
Depreciation rate is
= 1 ÷ 4 years
= 25
2. The double declining method reduced the net income while the straight line method increased the net icnome
Answer:
A promise to deliver a deed
Explanation:
The term, 'strict performance' is used to describe a contract between two parties. A contract is an agreement between two parties, and it is legally binding. When discharging contracts involving services, 'substantial performance' is required. For example, if I tell a painter to paint my house blue except for the kitchen and storeroom which should be painted white, and he does accordingly but failed in painting the kitchen white, he has performed substantially even though there was a minor breach. The consequences of which would be borne by him.
'Strict performance' is required in contracts where the terms are stated in express terms and the standards are very high. A 'deed' is such a contract because it is a document specifying the legal rights of a person or the ownership of a property. It requires the signatures of the two parties. Therefore, strict performance and adherence to the contractual deed are required.
Answer: $171.67 would be the price of the security
Explanation: This problem relates to dividend growth model, which can be shown as follows :-
where'
d1 = expected dividend
p = price
g = growth rate
therefore,
solving this we get
