Answer:
Cost of goods sold = 1,116
Ending inventory = 468
Explanation:
In LIFO (last in first out) method, the goods come in most recently will come out first when it comes to sales transaction. So, 21 units of sales during 2021 includes 12 units purchased at Sep.8 and 9 units of beginning balance:
Cost of goods sold during 2021 = 12 x 54 + 9 x 52 = 1,116.
Ending inventory value for 2021 = 1,584 - 1,116 = 468.
I would say strongly agree
hope this helps!
Answer:
2030
Explanation:
The computation of the total number of new generators including this year is shown below
Given that
(A) = 100
Common Ratio (r) = 1.15
n = 10
Now
Sum of 10 terms Sn is
= A × (r n - 1) ÷ (r - 1)
= 100 × (1.1510 - 1) ÷ (1.15 - 1)
= 100 × 3.0456 ÷ 0.15
= 2030
We simply applied the above formula so that the total number of new generators could come
Answer:
=$337.43
Explanation:
The value of each of the coins after 50 years is the future value after 50 years at their respective interest rate.
The formula for future value is FV = PV × (1+r)n
For the first coin at 5.2 percent,
Fv = 100 x ( 1 + 5.2/100 ) 50
Fv =100 x (1+ 0.052) 50
Fv = 100 x 12. 61208795
Fv = $1,261. 21
For the second coin at 5.7 percent,
Fv = 100 x (1 + 5.7 /100)50
Fv =100 x (1 + 0.057 )50
Fv = 100 x 15.98
Fv = 1, 598. 64
the difference in value will be
=$1598.64 - $1,261.21
=$337.43
Answer:
There's an error in the numbers for this question; I found the correct one and pasted it below;
"Great Lakes Steel Supply is losing significant market share and thus its managers have decided to decrease the firm's annual dividend. The last annual dividend was $1.30 per share but all future dividends will be decreased by 2.75 percent annually. What is a share of this stock worth today at a required return of 15.5 percent? "
Explanation:
Use dividend discount model (DDM) to calculate the stock price
whereby,
P0 = Current price
D0 = Last dividend paid = 130
g = growth rate = -275% or -2.75 as a decimal
r = required return = 155% or 1.55 as a decimal
Next, plug in the numbers to the DDM formula above;
Therefore this stock is worth $6.93
