Answer:
current price of Goodell Corporation stock is $48.26
Explanation:
given data
annual dividend = $1.75
expected to increase 1 year = 27.5 percent
expected to increase 2 year = 13.8 percent
expected to increase per year = 5 percent
required rate of return = 10 percent
solution
we get here first dividend that is
D1 = 1.75 × (1.275) = 2.23 ...............1
D2 = 2.23 × (1.138) = 2.54 ...............2
D3 = 2.54 × (1.05) = 2.67 ...............3
and
year 2 price will be
P2 = D3 ÷ (R – g) ...............4
P2 = 2.67 ÷ (0.10 - 0.05)
P2 = 53.4 ...............5
so current price will be
P = 2.23 ÷ (1.10) + 2.54 ÷ (1.10)2 + 53.40 ÷ (1.10)2
P = $48.26
Answer:
Explanation:
The journal entries are shown below:
1. Cash A/c Dr $24,000 (600 shares × $40)
To Common Stock $600 (600 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $23,400
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
2. Cash A/c Dr $4,400 (100 shares × $44)
To Common Stock $100 (100 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $4,300
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
The approximate internal rate of return for this investment is $0.054.
<h3><u>
What is rate of return?</u></h3>
- The net gain or loss of an investment over a given time period, stated as a percentage of the investment's starting cost, is known as a rate of return (RoR).
- You determine the percentage change from the start of the period to the end when computing the rate of return.
- Any type of investment instrument, including real estate, bonds, equities, and fine art, can be subject to a rate of return (RoR).
Any asset can be used with the RoR as long as it is purchased once and generates cash flow at some point in the future. The attractiveness of various investments can be determined, in part, by comparing their historical rates of return to those of comparable assets.
We have, (Net Annual cash inflow x PV of an Annuity of 1 at 10%) - Initial Investment = Net present value (find closest to zero))
($17,514 x 4.111) = $72000.054 - $72,000 = $0.054 (closest to zero).
Know more about rate of return with the help of the given link:
brainly.com/question/24232401
#SPJ4
Well, insurance or taxes! :D
