Answer:
LCM = $15.5
Explanation:
RC = $14
Ceiling: NRV = $17
Floor: NRV – PM
Net realizable value for product ALPHA -Normal profit for product ALPHA
= $17 – $1.50= $15.5
Market= $15.5
LCM = $15.5
Therefore the proper per unit inventory value for product ALPHA applying LCM will be $15.5
Answer: Option (2)
Explanation:
Paid in capital is referred to as or known as amount of the capital which is paid in by the investors during the preferred or common stock issuance, including par value of shares in addition to the amount in excess of the par value. The paid in capital tends to represent funds which are raised by organization through selling of equity.
Answer:
The correct answer is option A.
Explanation:
In case the consumers have a pessimistic tendency towards the future, they would expect the economy to face a downturn. They will, as a result, save their income and wealth for the future.
This would cause a decline in consumer spending and the aggregate demand curve will move down to the left.
An increase in consumer confidence, on the other hand, would cause consumer spending and aggregate demand to increase.
Answer:
If the company follows the residual dividend policy, it is $50,000 in dividends.
Explanation:
Dividend is calculated by using the formula:
Dividends = Net Income - Equity requirement
where, Equity requirement = Capital budget (% Equity)
= 500,000(70%) = $350,000
∴ Dividends = 400,000 - 350,000
= <u>$50,000
</u>
Answer: $34.33
Explanation:
From the question, we are informed that bond has a par value of $1,000, a current yield of 6.84 percent, and semiannual coupon payments and that the bond is quoted at 100.39.
Thee amount of each coupon payment goes thus:
We have to calculate the bond price which will be:
= $1000 × 100.39%
= $1000 × 1.39
= $1003.9
It should be noted that the current yield is calculated as the annual coupon amount divided by the bond price. This will be:
6.84% = annual coupon amount ÷ $1003.9
Annual coupon amount = $1003.9 × 6.84%
= $1003.9 × 0.0684
= $68.67
Each coupon amount will now be:
= $68.67/2
= $34.33
