from Intelligent’s point of view, this bond would be considered a current asset, because it represents a resource that can easily be converted to cash within one year.
A bond is a debt instrument. A bondholder is entitled to regular predetermined interest rate payments and at the end of the bond's tenure, the bondholder would receive the amount invested.
Current assets are assets that are expected to be sold, used, or exhausted through standard business operations with one year.
Examples of current asset are:
- cash
- cash equivalents
- accounts receivable
- stock inventory
- marketable securities
- pre-paid liabilities
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$30300
Annual depreciation = (purchase price - salvage value) / useful life
Straight line depreciation = Annual depreciation / (purchase price -salvage value)
The steps in calculating a straight line depreciation are:
Find out how much the asset costs.
To determine the entire depreciable amount, deduct the asset's estimated salvage value from the asset's purchase price.
Find out how long the item will be useful.
To calculate the annual depreciation amount, multiply the total from steps (2) and (3) by the figure determined in steps (3).
i.e, = $191000-$30300 = $160700
an asset with a useful life of 4 =$160700/4 =$40 175
so the straight-line depreciation rate is at 4.7%
In 4 years Straightline depreciation will be $30300
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Answer:
a. 7.83 percent
Explanation:
This is calculated by using the Gordon growth model (GGM) formula as follows:
P = d / (r - g) ……………………………………… (1)
Where;
P = market price of the stock = $24.09
d = next year annual dividend = $1.26
r = cost of equity = ?
g = dividend growth rate = 2.6%, or 0.026
Substituting the values into equation and solve for r, we have:
24.09 = 1.26 / (r - 0.026)
24.09 (r - 0.026) = 1.26
24.09r - 0.62634 = 1.26
24.09r = 1.26 + 0.62634
24.09r = 1.88634
r = 1.88634 / 24.09
r = 0.0783038605230386, or 7.83038605230386%
Rounding to 2 decimal places. we have:
r = 7.83%
Therefore, the correct option is a. 7.83 percent.
