Answer:
Explanation:
TO CONTRACT in order to pay more taxes and spend less money to avoid a price hike. DECREASE, if people spend less money the GDP is affected because of the purchases and the price level obviously prives FALL.
Answer: Functional structure.
Explanation:
In the Hausser Food Products case, the type of organizational structure that might have prevented the Florida sales team from withholding information from other sales teams is the Functional structure.
The functional structure refers to the structure whereby employees in an organization are grouped based on their specialized skills, knowledge or roles that they perform.
In this type of structure, there are different departments such as the sales department, finance department, customers services department etc. The specialized unit typically report to higher management as it's hierarchical.
Answer:
$258,530
Explanation:
1st Quarter 2nd Quarter 3rd Quarter 4th Quarter Years
Units to be produced 10400 9400 11400 12400 43600
labor hour per unit 0.25 0.25 0.25 0.25 0.25
Total hours required 2600 2350 2850 3100 10900
Variable overhead per unit 1.70 1.70 1.70 1.70 1.70
Total variable overhead 4420 3995 4845 5270 18530
Fixed overhead 84000 84000 84000 84000 336000
Total manufacturing overhead 88420 87995 88845 89270 354530
Less: Depreciation 24000 24000 24000 24000 96000
Cash disbursement for manufacturing overhead 64420 63995 64845 65270 258,530
Therefore the company’s total estimated direct labor cost for each quarter of the upcoming fiscal year and for the year as a whole will be $258,530
Answer: 6.81%
Explanation:
To calculate the growth rate, we'll use the formula:
Price = Expected Dividend / Discount - Growth rate
32.40 = 2.20 / 13.60% - Growth rate
13.6% - Growth rate = 2.20/32.40
Growth rate = 13.60% - 6.79%
Growth rate = 6.81%
Answer:
Market price = $2,464.21
Explanation:
coupon rate = 5.86% / 2 = 2.93%
YTM = 4.3% / 2 = 2.15%
face value = $2,000
periods to maturity = 24 x 2 = 48
Present value of face value = $2,000 / (1 + 2.15%)⁴⁸ = $720.42
Present value of coupon payments = $58.60 x {[1 - 1/(1 + 0.0215)⁴⁸ ] / 0.0215} = $1,743.79
Market price = $2,464.21