Checking account is the right answer
Answer:
Total incremental net income = $28,000
Incremental per gallon increase in net income = $0.70 per unit
Explanation:
a. The preparation of incremental statement to find out the increase in net income
Total production $140,000
Less:
Incremental cost
Direct material $68,000
($1.70 × 40,000 gallons)
Direct labor $24,000
($0.60 × 40,000 gallons)
Variable manufacturing
overhead $20,000
($0.50 × 40,000 gallons)
Total incremental cost ($112,000)
Total incremental net income $28,000
b. Incremental per gallon increase in net income = Total incremental net income ÷ Total quantity
= $28,000 ÷ 40,000 gallons
= $0.70 per unit
Therefore the total incremental net income is $28,000 and incremental per gallon increase in net income is $0.70 per unit.
Answer:
B. Workers lost these jobs because technological advances increased productivity.
Explanation:
The employees lost employment due to the increased efficiency of technological progress. By improving the productivity of manufacturing drivers, technological advancement expands an economic limit on the possibility of production, allowing equivalent output to be manufactured with fewer resources or more output to be manufactured with the same quantity of resources. For example a machine component that takes 5 men to lift and 10 to assemble in 5 minutes just takes a single machine that doesn't receive wages apart from lubricant a minute to lift and assemble perfectly. Definitely machines are replacing humans to increase efficiency and productivity. Only few humans are employed to supervise and monitor.
Answer:
2 hours of labor
Explanation:
Labor is hired up to a point where the marginal product of labor * Price of the output = wage of the worker.
Thus, 35 * 10 = 350.
35 widgets are produced using 2 hours of labor.
Answer:
12.78
Explanation:
Two stage dividend growth model enables us to identify dividend value by incorporating the effect of multiple growth rates. This model assumes that dividend will pass out through 2 stages of growth. In first stage the dividend grows at a constant rate to a specified time then dividend grows at a further rate.
= Do (1 + g) + D1 (1 +g) + D2 (1 +g) + D3 (1 +g) + D3 * (1 +g2) / (r - g2)
0.4 * 1.2 + 0.48 * 1.2 + 0.6 * 1.2 + 0.7 *1.2 + 0.83 * 1.03 / 11 - 3
= 12.78.
