Answer:
The annual depreciation under SL is $16000 per year.
Explanation:
The depreciation expense under Straight Line (SL) method remains constant throughout an asset's useful life. The depreciation under straight line method is calculated by calculating the value of the asset that is eligible for depreciation, which is its cost less the salvage value (SV) and dividing it by the asset's useful life.
The straight line depreciation per year = (Cost - SV) / estimated useful life
Annual depreciation under SL = (100000 - 20000) / 5 = $16000 per year
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:
Explanation:
This action is only permitted if the customer returns the signed margin agreement promptly. Since a margin agreement is an agreement between a brokerage and a client governing a margin account and allows the client to borrow from the brokerage in order to buy securities. Without agreeing to all the details in this contract the individual cannot trade on a margin account or borrow money.
Answer:
The correct answer is letter "C": Increase the price of electricity during peak times.
Explanation:
The best form to regulate the use of electricity during peak hours would imply increasing the price of the power service. This will cause people to use the utility moderately to avoid increasing their expenses. By demand law, <em>as long as the price increases, the quantity demanded tends to fall.</em>