Answer:
Floating cost adjustment is 3.25%
Explanation:
Flotation-adjusted cost of equity = (Expected dividend at the end of Year 1 / Net proceeds per share) + Growth rate.
Expected dividend at the end of Year 1 (D1) = $ 2.30 (given in question)
Net proceeds per share = (21.30 - 4 % of 21.30) = $ 20.448
Flotation-adjusted cost of equity = (2.30 / 20.448) + 0.04
= 0.1125 + 0.04
= 0.1525 i.e., 15.25 %.
Flotation cost adjustment = Flotation-adjusted cost of equity - Cost of equity without flotation adjustment.
= 15.25 % - 12 % (given in question)
= 3.25 %.
Conclusion:- Flotation cost adjustment = 3.25 %
Answer:
It is more convenient to continue processing.
Explanation:
Giving the following information:
Barnes manufactures a specialty food product that can currently be sold for $22 per unit and has 20,000 units on hand. Alternatively, it can be further processed for $12,000 and converted into 12,000 units of Exceptional and 6,000 units of Premium. The selling price of Exceptional and Premium are $30 and $20, respectively.
We don't have the information regarding the costs of processing further. Therefore, we will base our analysis in sales.
Sell now= 22*20,000= $440,000
Continue processing= 12,000*30 + 6,000*20= $480,000
It is more convenient to continue processing.
I dont exactly know if this is right, but i would say "crash" if youre being asked to fill in the blank. Thats what I would put. If you continue to drive while someone is in front of you, and you don't take any action to prevent it, you would crash into them. Sorry if this wrong, there wasnt much explanation!
Answer:
6.25%
Explanation:
The formula for calculating interest rate is as follows
I= P x R x T
Where
I= interest, P= principal amount, T is time
in this case: I= $60.94, P=$975, T=1 year
Therefore:
$60.94 = $975 x( r/100) x 1
$60.94 =975(r/100) multiply both side by 100 to get rid of the fraction.
6094=975r
r = 6094/ 975
r = 6.2502
interest rate = 6.25%
