Answer:
The single-factor productivity of the firm is 1 seat per labor hour.
Explanation:
The Single-factor productivity means the output when a unit of input is used. It is used to identify how many resources are used to produce a unit output.
The Acme Aircraft produce 1 aircraft seat per labor hour.
The single-factor productivity is calculated by formula
:
Output/Input
No. of seats produced / ( No. of workers * Hours worked )
Single Factor Productivity = 2 Seats / 4 workers * 0.5 (30/60) hours
I would like to buy a mansion
short term goals will be, work at McDonald until 40
mid-term goals will be do a online job
Long-term goals will be get a great paying job and finish High school and collage.
hope this helps.
Answer:
$65.37
Explanation:
Calculation for how much are you willing to pay today to purchase one share of the company's stock
Using this formula
P/0 = D0 ( 1 + g ) / R-g
Let plug in the formula
P/0 = $2.60 (1 + .056) / .098 - .056
P/0 = $2.60 (1 .056)/0.042
P/0=$2.7456/0.042
P/0=$65.37
Therefore how much are you willing to pay today to purchase one share of the company's stock will be $65.37
Answer:
1.6 Q1 + 0.875 Q2 = $56
Explanation:
Budget constraint equation represents the total budget allocation to different activities under consideration.
old Budget Constraint
Q1 + Q2 = $56
New Budget Constraint
(Q1)*8/5 + (Q2)*7/8 = $56
(Q1)*1.6 + (Q2)*7/8 = $56
(Q1)*1.6 + (Q2)*0.875 = $56
1.6 Q1 + 0.875 Q2 = $56
So best answer made based on data available.
The answer is 40%, in which the following are given: the Variable expense is equal to 20 dollars per unit and Sales is equal to 50 dollars per unit. Use the formula Variable Expense Ratio = Variable Expenses / Sales to get the answer.
Variable Expense Ratio = Variable Expenses / Sales
Variable Expense Ratio = 20 dollars per unit / 50 dollars per unit
Variable Expense Ratio = 40 %
The variable expense ratio is an expression of variable production costs of the company as a percentage of sales, calculated as variable expense divided by total sales. It compares a cost that alters with levels of production to the number of revenues generated by production.