Answer:
Hilary is a retired teacher who lives in Miami and does some consulting work for extra cash. At a wage of $50 per hour, she is willing to work 10 hours per week. At $65 per hour, she is willing to work 19 hours per week.
Using the midpoint method, the elasticity of Hilary’s labor supply between the wages of $50 and $65 per hour is approximately 2.37 , which means that Hilary’s supply of labor over this wage range is elastic.
Explanation:
Midpoint elasticity = (Change in labor supplied / Average labor supplied) / (Change in wage rate / Average wage rate)
= [(19 - 10) / (19 + 10) / 2] / [$(65 - 50) / $(65 + 50) / 2]
= [9 / (29 / 2)] / [15 / (115 / 2)]
= (9 / 14.5) / (15 / 57.5)
= 0.62/0.26
Midpoint elasticity = 2.37
Once elasticity is greater than 1, supply of labor is Elastic.
It's a method where <span>subordinates share a significant degree of decision-making power with their immediate superiors
One positive benefit of the employee involvement and participation is that companies will prepare more employees to understand the company's operational method and make more potential leaders for the company if it choose to expand in the future</span>
Answer:
$950 in 4 weeks
Explanation:
25 x 9.5 = 237.5
237.5 = 950
OR
25hrs times 4 wks is 100hrs
100 x 9.5 = 950
Explanation:
<h3>Mental health impacts for survivors of gender-based violence include Post Traumatic Stress Disorder (PTSD), depression, anxiety, substance misuse, self-harm and suicidal behaviour, and sleep disturbances. In addition, a survivor of GBV may also face stigma and rejection from her community and family.</h3>
Answer:
The correct answer is letter "C": it yields a larger variety of solutions than generally available using an LP method.
Explanation:
In Goal Programming (GP), the MINIMAX objective aims to minimize the maximum deviation from any type of objective. This approach carries a larger number of solutions compared to the Linear Programming (LP) method which mainly focuses on assigning more weight to each goal in the objective function.
