If you give options I can help you with it
Answer:
$28,000
Explanation:
When closing inventory is understated during an year, it would lead to understated profits during the year i.e understated net income for the year 2018.
So, correct pre tax income for 2018 would be,
= reported pre tax income + the amount by which closing inventory was understated
= $25,000 + $2000 = $27000
Now, since the same closing inventory would become the opening inventory for 2019, this means, the opening inventory for 2019 was understated.
When opening inventory is understated, it would lead to inflated net income for the year 2019. Thus, the extent by which the inventory has been understated has to be reduced from the reported pre tax profits for the year 2019.
Hence, correct pre tax income for 2019 would be,
= $30,000 - $2000 = $28000
Answer:
Labor and store space (land and building)
Explanation:
In economics, the factor market refers to the purchase and sale of <u>factors of production,</u> which include land, labor, capital, and entrepreneurship.
After the dividend, the firm's:
a. book value per share will be $6.31.
b. price-earnings ratio will be 13.88.
c. shareholder value per share will be $18.60.
d. stock price will be $19.00.
e. earnings per share will be $.94.
The answer is : b
We calculate the ex-dividend price of a share on the day dividend is paid as follows:
Ex-dividend Price = Share price before dividend - dividend paid per share
Ex-dividend price = $18.6 ($19 - $0.40)
We can use this ex-dividend price to calculate the company's P/E ratio after dividend.
P/E = $18.6/$1.34 = 13.88059
To determine the amount that must be invested each year, a computation must be made using the formula for the future value of an annuity due. The future value of an annuity can be described as the sum of the future value of each payment.
Investing can be defined as the process of buying assets that increase in value over time and provide returns in the form of income capital gains or payments. The equation for the future value of an annuity due is the sum of the geometric sequence, or can be written as A(1 + r)1 + A(1 + r)2 + ... + A(1 + r)n.
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