Answer:
The proportion of people in your sample whose response is yes=40 people
Explanation:
<em>Step 1: Determine the statistical proportion that will say yes</em>
Proportion=40%=40/100=0.4
<em>Step 2: Determine the proportion in the sample that will say yes</em>
The proportion in the sample can be expressed as;
P=S×Z
where;
P=proportion in the sample
S=statistical proportion
Z=sample size
In our case;
P=unknown to be determined
S=40%=40/100=0.4
Z=100
replacing;
Proportion in the sample=0.4×100=40
The proportion of people in your sample whose response is yes=40 people
Answer:
Bakeries are known for turning raw goods into things like bread
Answer:
b. $5m
Explanation:
If we purchase another company for $50m and the company you purchase has assets with a fair value of $75m and liabilities with a fair value of $30m. The amount of goodwill we should record in this transaction is: $5m
Goodwill upon acquisition of companies is derived by subtracting the fair value of NET ASSETS from the TOTAL CONSIDERATION (i.e the price paid to acquire the company)
In the scenario, the value of Net Assets is the value of the fairvalue of the assets less the fair value of the liabilities which is $75 - $30 = $45
While the Total Consideration = $50
Therefore Goodwill = $50m - $45m = $5m
Answer:
Break-even units = 66.67 units
Explanation:
<em>Break-even point is the level of activity that achieves no profit or loss. At this level profit is zero because the the total revenue is equal to total cost.</em>
<em>The break-even point is calculated as </em>
<em>Units to achieve target profit = (Total general fixed cost for the period + target profit)/ contribution per unit</em>
Contribution per unit = Selling Price - Variable cost
Contribution per unit = 15- (1+3+0.50) = 10.5
Fixed cost = 500 +( 50× 4) = 700
So the units requited to achieve break-even point:
Break-even point = 700/10.5
= 66.67 units
Answer:
The answers are:
A) 25.23 million people
B) 70.28%
C) 4.92 million people
D) 19.50%
Explanation:
Laborland's total labor force can be calculated by adding those who are employed and those who are unemployed but were searching for a job during the last month.
- 4.6 million (part-time employed) + 15.71 million (full-time employed) + 3.2 million (looked for a job two weeks ago) + 1.72 million (looked for a job between two and four weeks ago) = 25.23 million people
Laborland's labor force participation rate can be calculated by dividing the labor force by the total population.
- (25.23 million / 35.9 million) x 100% = 70.28%
Laborland's total unemployed can be calculated by adding the number of people without a job that searched for a job during the last month.
- 3.2 million + 1.72 million = 4.92 million people
Laborland's unemployment rate can be calculated by dividing the total number of unemployed people by the total work force.
- (4.92 million / 25.23 million) x 100% = 19.50%
