Answer:
The current stock price is $13.60
Explanation:
D1 = $0.53
D2 = $0.58
D3 = $0.73
D4 = $1.03
Growth rate, g = 3.60%
Required return, r = 10.00%
D5 = D4 * (1 + g)
D5 = $1.03 * 1.036
D5 = $1.06708
P4 = D5 / (r - g)
P4 = $1.06708 / (0.10 - 0.036)
P4 = $16.673125
P0 = $0.53/1.10 + $0.58/1.10^2 + $0.73/1.10^3 + $1.03/1.10^4 + $16.673125/1.10^4
P0 = $13.60
So, current stock price is $13.60
I'm pretty sure it's option D
Answer:
Uncollectible account expense $8,600
Explanation:
The computation of the amount as the Uncollectible Accounts Expense on its Year 2 income statement is given below:
Allowance account - Beg year 2 $3,600 Credit
Written off account $6,600 Debited by
Unadjusted balance in Allowance account $3000 Debit
Adjusted balance required in Allowance account $5,600 Credit
Uncollectible account expense $8,600
Answer:
high
Explanation:
the most popular time of year at a resort, hotel, or tourist attraction, when prices are highest
Answer:
-3.91%.
Explanation:
The Duration Adjustment (% change in bond price) is given by:
= (Duration) * (Change in yield in %)
= -(7.81) x (0.5%)
= -3.91%
The Convexity Adjustment is given by:
= 0.5 * Convexity * (Change in yield, as a fraction)^2
= 0.5 * 99.87 * (0.005)^2
= 0.5 * 99.87 * 0.000025
= 0.001248375
= 0.0012%
Thus, the convexity correction is 0.0012%
Thus, the total change in bond price = -3.91% + 0.0012% = -3.91%.
