Today's share price for CCN is $16.67
Today's share price for CCN can be determined using the Gordon constant dividend growth model
The Gordon growth model is used to determine the value of the share of a firm using the value of its dividend with the assumption that the firm grows at a constant rate.
The formula of the Gordon constant dividend growth model :
price = d1 / (r - g)
d1 = next dividend to be paid = $0.50
r = cost of equity = 12%
g = growth rate = 9%
0.50 / (12% - 9%)
0.50 / 3%
0.50 / 0.03
= $16.67
A similar question was answered here: brainly.com/question/15023105?referrer=searchResults
Answer:
$14,500
Explanation:
From the above, the below details are given;
Authorized share capital , which represent maximum number of shares that a company is allowed to issue.
Issued shares, which is the number of shares issued by a company including shares purchased and backed by a company(treasury stock).
There is also outstanding shares which is treasury stock less issued shares.
We do also know that treasury stock does not have any right of dividend because the shares are held by the company hence cannot pay dividend to itself.
Therefore, the total amount of the cash dividend is = 14,500 × $1.00
= $14,500
Answer:
c. $326,948
Explanation:
we must determine the market price of the bonds:
market price = PV of face value + PV of coupons
- PV of face value = $300,000 / (1 + 2%)¹⁰ = $246,104.49
- PV of coupons = $9,000 (coupons) x 8.9826 (PV annuity factor 2%, 10 periods) = $80,843.40
total market price = $326,947.89 ≈ $326,948
since the market rate is lower than the coupon rate, the bonds should be sold at a premium.
