First of all, I will try to get to know people who were assigned to me. as I will have 75 tasks and equality is very important to me, I will give each person 25 task. if they will have some problems with given task I will try to help them or change their tasks so they can be more comfortable with their work. As a leader, i will do work as well, if my team will have some problems i will listen to them and solve those problems together.
Answer:
(a) 72
(b) 57.6
(c) 46.08
Explanation:
Given that,
Units produced = 1
Marginal Labor Time = 112.50
Units produced = 2
Marginal Labor Time = 90.00
First, we need to calculate the learning rate.
Learning Rate:
= (Marginal labor time for producing 2 units ÷ Marginal labor time for producing 1 units) × 100
= (90 ÷ 112.50) × 100
= 80%
At production level of 1 unit:
Marginal Labor time = 112.5
At production level of 2 units:
Marginal Labor time:
= Marginal Labor time at 1 unit × Learning rate
= 112.5 × 80%
= 90
(a) At production level of 4 units:
Marginal Labor time:
= Marginal Labor time at 2 units × Learning rate
= 90 × 80%
= 72
(b) At production level of 8 units:
Marginal Labor time:
= Marginal Labor time at 4 units × Learning rate
= 72 × 80%
= 57.6
(c) At production level of 16 units:
Marginal Labor time:
= Marginal Labor time at 8 units × Learning rate
= 57.6 × 80%
= 46.08
The answer is option C, It is so rewarding, people feel emotionally high
and fulfilled when they are done.Definitely, human being find pleasant
to help other people who are less fortunate and face troubles. That is
what keeps volunteering growing in the communities leading to a better
future for the community.
Answer:
$458,822
Explanation:
The formula to compute the future value is shown below:
Future value = Amount (1+i)^n -1 ÷ i)
where,
Interest rate = 8% ÷ 12 months = 0.6666%
And, the number of months = 35 years × 12 months = 420
Now put this value to the above formula
F = $100 × (1 + 0.6666%)^420 - 1 ÷ 0.6666%
After solving this,
the answer would be $458,822
Answer:
d)
Explanation:
Based on the scenario being described within the question it can be said that the in order to test positively in reliability a test needs to provide the same output no matter how many times the same input is introduced. Therefore the best way to assess the reliability would be to administer the same test to different people at two different points in time and compare their test scores at time 2 with the scores at time 1
