Answer:
$59,410
Explanation:
With regards to the above information, we need to calculate first, total number of units for first quarter of the year.
Total number of units for first quarter of the year = 2,960 + 2,740 + 3,440
= 9,140
But, each unit requires 0.5 hours of direct labor.
It therefore means that;
1 unit need ----- 0.5 hours of direct labor
9,140 ----- ?
= (9,140 × 0.5) / 1
= 4,570 hours.
Finally, we will multiply the total hours by the payment per hour, or direct labor rate; which is $13 per hour.
= 4,570 × $13
= $59,410
Therefore, the budgeted direct labor cost for the first quarter of the year is $59,410
Answer:
$23,000
Explanation:
Total dividends = $138,000 (Paid in 2020)
Common stock outstanding = 46,000 shares
Preferred dividend = Number of shares × Par value × 5%
= 11,500 × $100 × 5%
= $57,500
Dividends received by common stock holders in 2020 is;
= Total dividends - Preferred dividend
= ($138,000 × 1) - ($57,500 × 2)
= $138,000 - $115,000
= $23,000
Answer:
b. Increase in communication and coordination costs
Explanation:
Based on the information provided within the question it can be said that she will likely experience a disadvantage with an Increase in communication and coordination costs. This is mainly due to the fact that those individuals are already used to communicating and coordinating with their teams in a very specific way that they have developed through months of working together. By putting members from different divisions together they have to learn how to coordinate with one another which will take time and money.
Answer:
The real risk free rate is 3.8%
The exact risk-free rate is 3.68%
Explanation:
The interest rate on the Treasury bills is usually a combination of real risk free rate and inflation rate to compensate investors for average inflation in the economy during the instrument lifetime which equals nominal risk-free rate.
nominal risk-free rate = real risk-free rate+inflation rate
nominal risk-free rate=7%
inflation rate=3.2%
real risk-free rate=7%-3.2%
real risk-free rate=3.8%
The exact real risk-free rate can be computed thus:
nominal rate+1=(real risk-free rate+1)*(inflation rate+1)
real risk-free rate=(nominal rate+1)/(inflation rate+1)-1
real risk free rate=(1.07/1.032)-1
real risk-free rate=0.036821705
real risk-free rate=3.68%
Answer:
c. to eliminate unemployment,B. to promote price stability and F. to control federal spending
Explanation: