Answer:
Total cost= $4,278
Explanation:
Giving the following information:
Each unit of output requires 0.05 direct labor-hours. The direct labor rate is $9.20 per direct labor-hour. The production budget calls for producing 4,400 units in February and 4,900 units in March.
Production in hours:
February= 0.05*4,400= 220 hours
March= 0.05*4,900= 245 hours
Total cost= 220*9.20 + 245*9.2= $4,278
Answer:
No effect, remain unchanged
Explanation:
The demand curve which is vertical, it means that the demanded quantity will remain the same, irrespective of the change in the price. In short, when price will increase, the quantity demanded will not be effected, whereas when price decrease then also the quantity demanded will not be effected or change.
So, if the demand curve of the investment is vertical, then the decrease in the rate of the interest will no effect the investment and the aggregate or total demand will also be remain unchanged as there is no effect on investment.
Answer:
D. contingency planning
Explanation:
A contingency plan is a plan that is made to take account of a future occurence or event that might affect the workability or effectiveness of the current plan.
A very simple example of contingency plan is keepin an umbrella with you at all times just incase it starts to rain.
cheers.
Answer:
The correct answer is C.
Explanation:
Giving the following information:
Production and sales estimates for April are as follows: Estimated inventory (units), April 19,000 Desired inventory (units), April 30 18,000 Expected sales volume (units): Area 3,000 Area 4,750 Area 4,250
Production:
Sales= 12,000
Ending inventory= 18,000
Beginning inventory= (19,000)
Total= 11,000 units
Answer:
$121,363
Explanation:
The amount in 30 years is known as the Future Value (FV) . We arrive at this figure by compounding the Present Value using the interest earned on the savings as follows :
PV = $50,000
P/yr = 1
N = 30
PMT = $ 0
i = 3 %
FV = ?
Using a Financial calculator to enter the amounts as shown above, the FV can be determined as $121,363
