Answer:
He is a victim of Disparate Treatment
Explanation:
Disparate treatment is a way to prove illegal employment discrimination.
Answer:
Fixed costs are high, variable costs are low
Explanation:
The reason is that the fixed costs are high because these fixed costs are uncontrollable and their might not be an alternative which means we have to move with higher fixed costs. And this is because most of tasks in manufacturing are handled by the machines not humans. So the cost of maintenance, depreciation, etc are fixed costs which are uncontrollable.
Furthermore, the company has very small variable costs because the company enjoys economies of scales, fast paced manufacturing machines, etc. And this is controllable by investments in another more robust machinery.
Answer:
t value is 1.495
Explanation:
The null and alternative hypothesis are :
H0 : mu = 1327
ha: mu > 1327
This is a one tailed test
Critical value = 1.771
at 0.05 significance level with df = 14-1 = 13
test statistics:
s = 411.53, n = 14
t = (xbar -mu)/(s/sqrt9n))
= ( 1491.43 - 1327)/(411.53/sqrt(14))
= 1.495
Decision:
Reject H0 if tstat > 1.771
Fail to reject H0
Answer:
The correct answer is letter "B": Expected return.
Explanation:
Expected return is the return an investor expects from an investment given the investment's historical return or probable rates of return under different scenarios. To determine expected returns based on historical data, an investor simply calculates an average of the investment's historical return percentages and then, uses that average as the expected return for the next investment period.
In the example, the expected return would be:
<em>Expected return </em><em>= (return in a good economy + return in a poor economy)/2</em>
<em>Expected return </em><em>= (13% + 4%)/2</em>
<em>Expected return </em><em>= </em><em>8,5%</em>
Answer:
Kindly check explanation
Explanation:
Using table for our evaluation :
____________POLLUTANT
Factories___P1 ______P2 ____COST
__1_______0.1______ 0.45 ___ 1500
__2______ 0.2 _____ 0.25 ____1000
__3 ______0.40 ____ 0.30 ____2000
_________ ≥ 30 ____ ≥ 40 _____ z
Let amount of waste produced by Factories 1, 2 and 3 equal f1, f2 and f3 respectively.
Linear Program that will minimize the cost of reducing pollution by the desired amounts
Min cost:
min z = 1500f1 + 1000f2 + 2000f3
0.1f1 + 0.2f2 + 0.4f3 ≥ 30
0.45f1 + 0.25f2 + 0.3f3 ≥ 40
f1, f2, f3 ≥ 0
