Answer:
Congress enacted the National Labor Relations Act ("NLRA") in 1935 to protect the rights of employees and employers, to encourage collective bargaining, and to curtail certain private sector labor and management practices, which can harm the general welfare of workers, businesses and the U.S. economy.
Explanation:
research
Answer:
<em> 334 units </em><em>sales increase during the month must be required to justify the contemplated expenditure</em>
Explanation:
If management proposes an increase in monthly promotional costs (which is a fixed cost), then the units required to at least cover these extra fixed costs (break -even) must be determined.
<em>Break -even (units) = Fixed Cost / Contribution per unit</em>
<em> </em><em>= $1,600 / ($8.00 - $3.20)</em>
<em> = $1,600 / $4.80</em>
<em> = 333.333</em>
<em> = 334</em>
<em>Therefore, 334 units must contemplate this expenditure</em>
Answer: C. Maturing
Explanation:
The product life cycle has 4 very clearly defined stages, each with its own characteristics that mean different things for business that are trying to manage the life cycle of their particular products. This stages are Introduction, Growth, Maturing and Decline. Although, there are other conventions of this cycle/ Product stages which includes saturation before decline, or development before introduction, but for the sake of COFFMAN'S ELECTRONICS which we are considering, they are at a maturing stage.
Answer:
Net present value
Explanation:
<u>Missing Information </u>
Weighted average cost of capital: 8% and Solve for net present value:
investment: project outlay 20,500,000 + increase in working capital 450,000
F10 salvage value: 300,000 + 450,000 liberate working capital
cahsflow per year income 1,111,000
C 1,111,000.00
time 10
rate 0.08
PV $7,454,900.4342
Maturity $750,000.00
time 10.00
rate 0.08000
PV 347,395.1161
Net present value
7,454,900 + 347,395 - 20,500,000 - 450,000 = -13.147.705
Answer:
$199,149.08
Explanation:
a = 100, i=0.06/12=0.005, n=40*12=480, FVA = Future value of annuity
FVA = A*[(1+i)^n - 1/ i]
FVA = 100 * [(1+0.005)^480 - 1 / 0.005]
FVA = 100 * [9.957454/ 0.005]
FVA = 100 * 1991.4908
FVA = $199,149.08
So, the amount that will be in his account when he retires at age 62 is $199,149.08.
