Answer
The answer and procedures of the exercise are attached in the following archives.
Step-by-step explanation:
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
a. $737.
Explanation:
The computation of the ending inventory using weighted average cost is shown below:
But before that first determine the average cost per unit
= (Beginning cost + purchase cost) ÷ (Beginning units + purchased units)
= (550 × $2.33 + 310 × $2.68) ÷ (550 units + 310 units)
= ($1,281.5 + $830.8) ÷ (860 units)
= $2.46
Now the ending inventory is
= (860 units - 560 units) × $2.46
= $737
Answer:
C the economy remains in a contraction for two quarters.
Explanation:
A recession is a period characterized by a decline in the level of economic activities. A decrease in the GDP value indicates the slowing down of economic activities. Should be GDP value decline for two or more consecutive quarters, the economy is said to be in a recession. Slowing down or decline in economic activities is referred to as contraction.
During a recession, the level of unemployment rises, demand for goods and services reduces, and income levels also decline. Recessions usually last between six to eighteen months. A prolonged recession results in depression.
It is True, that all research that involves interaction or intervention with human samples and data a part of human subjects research.
Answer:
stock price = (Div 1 / r - g1) x {1 - [(1 + g1) / (1 + r)]ⁿ} + (Div 1 / r - g2) x [(1 + g1) / (1 + r)]ⁿ⁻¹
Explanation:
since the company will first grow at g1 for n years, and then at g2 forever, we need to first determine the present value of the dividends growing at g1 for n years:
present value of the dividends during n = (Div 1 / r - g1) x {1 - [(1 + g1) / (1 + r)]ⁿ}
e.g. div = $2, n = 5 years, g1 = 8%, r = 12%
(2 / 12% - 8%) x {1 - [(1 + 8%) / (1 + 12%)]⁵} = 50 x 0.166263 = $8.31
now we find the formula to calculate the present value for the growing perpetuity g2 at n - 1 years:
= (Div 1 / r - g2) x [(1 + g1) / (1 + r)]ⁿ⁻¹
following the same example but changing g1 for g2, and g2 = 5%
= (2 / 12% - 5%) x [(1 + 5%) / (1 + 12%)]⁵⁻¹ = 28.5714 x 0.772476 = $22.07
we now add both parts to finish our example = $8.31 + $22.07 = $30.38
