Answer:
The value of intermediate goods sold during a period.
Explanation:
GDP: <em>Gross domestic product</em> include the services and the value of finished products in a given period.
However, the <em>intermediary goods </em>aren't accounted for as, there will be an error of double counting. <em>Because </em>when you count for an <em>intermediary good </em>and that good is now <em>finished</em> and part of another good, when you will count that <em>finished good</em>, the value of that intermediary good will be counted also, so this will double the numbers of your <em>GDP </em>and you will make an error.
Answer:
The correct answer is letter "C": one of the satisfactions of being a leader.
Explanation:
The satisfaction of being a leader implies all those benefits employees with high rank and influence in the companies have. Those satisfactions are not merely monetary but also include having a wider knowledge of what the purposes of the firm are in the short and long term.
Answer:
7.86%
Explanation:
The computation of the capital gain yield on the investment is shown below:
As we know that
Capital gains yield is
= (Selling price per share × number of shares purchased) ÷ (Stock value) - 1
= $3,500 ÷ $3,245 - 1
= 0.07858
= 7.86%
We simply applied the above formula so that the capital gain yield could come and the same is to be considered
Answer:
The WACC before bond issuance is 3.9% and the WACC after bond issuance is 3.71%
Explanation:
In order to calculate the WACC before bond issuance
, we would have to calculate first the cost of equity using capital asset pricing model
.
So Using CAPM we have Rf + Beta x Market risk premium
=
0.5% + 0.85 * 4%
= 3.9%
. cost of equity
Therefore WACC before bond issuance = (Cost of equity x weight of equity + cost of debt (1-tax) x weight of debt)
= 3.9%
. WACC before bond issuance will be equal to cost of equity in this case as there is no debt issue.
In order to calculate the WACC after bond issuance we make the following calculation:
WACC after bond issuance = (Cost of equity x weight of equity + cost of debt (1-tax) x weight of debt)
= (3.9% x 0.9) + (2% x 0.1)
= 3.51% + 0.2%
= 3.71%
Answer:
$4,400
Explanation:
The computation of the amount which is debited to a bad debt expense account is shown below:
= Net Credit sales × estimated percentage given
= $880,000 × 0.5%
= $4,400
The journal entry is shown below;
Bad debt expense A/c Dr $4,400
To Allowance for doubtful debts $4,400
(Being bad debt expense is recorded)
