A is correct because of the lake is large
Answer:
The correct 2 open issues are uncategorized transactions and transactions without payees
Explanation:
In the transaction review tab the two open issues that could be seen is non-categorization of the transactions and the transactions done without payees also it depicts the incomplete information and in this case it can be seen that there is a blank line in the column now for correcting it choose the transaction and then correct it
Therefore The correct 2 open issues are uncategorized transactions and transactions without payees
Answer:
Ans. the carrying value of the note as of September 30, 2018 is $404,006
Explanation:
Hi, the note was issued to mature in 6 months, and 4 months had passed, therefore there are still 2 months left for the note to mature, in other words, this works just as a non-coupon bond which you price in terms of its discount rate and the time remaining for this instrument to mature.
With that in mind, what we need to do is to find the time remaining for the bond to mature, so remember that it was issued on June,1 2018, and in order to facilitate our calculations, we say: "From June 1 to June 30, there is a month..." Now our date will match its maturity, so we just count months until September 30 and we found out that the result is 4 months, it means that this note has 2 months until it matures.
The formula to use is as follows.
Where n is the months to its maturity.
Everything should look like this:
Best of luck.
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Answer:
The maximum that should be paid for the stock of the company today is $146.64
Explanation:
The current price of the stock can be calculated using the constant growth model of DDM. The DDM values the stock based on the present value of the expected future dividends from the stock.
The formula for the price of the stock today under the constant growth model is,
P0 = D0 * (1+g) / (r - g)
Where,
D0 is the most recent dividend paid
D0 * (1+g) is the dividend expected to be paid next period
r is the required rate of return
g is the growth rate in dividends
As we don't have a D0 but instead are given a D1, the constant growth rate will be applied from year 2 and we will calculate the price of the stock at year 1 using the constant growth model and discount is back one year to calculate the price of the stock today.
P1 = D1 * (1+g) / r - g
P1 = 3.6 * (1+0.046) / (0.07 - 0.046)
P1 = $156.9
Price of the stock today is,
P0 = P1 / (1+r)
P0 = 156.9 / (1+0.07)
P0 = $146.635514 rounded off to $146.64