Answer:
Equity Theory
Explanation:
Based on the information provided within the question this seems to be a clear example of Equity Theory. This theory focuses on determining if the amount of a certain reward or payment that is divided among a set of individuals is fair, and is measured by comparing the contributions that are received by each individual or that set/group. Which seems to be the case in this scenario since June feels that it is unfair that they both do the same work and she is getting paid $1 less than her co-worker.
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Answer:
The correct answer is 777.169.56.
Explanation:
According to the scenario, the given data are as follows:
Payment per year (PMT) = $3,000
Time (N) = 40 years
Rate of interest (R)= 8%
So, the future value of the following can be calculated by using the following formula:
Future value = PMT × 
Now, put the value of the following in the formula. then,
= 3,000 × 
= 3,000 × 259.0565
= 777,169.56
Hence, the value in the account after 40 years will be 777,169.56.
Answer:
True
Explanation:
A flexible budget is a budget in which you modify the activity levels to reflect changes in sales to help the company adjusts to different circumstances that may occcur. Also, in this budget the fixed costs remain constant and the variable costs change with the activity levels. According to this, the answer is that the statement that says that a flexible budget reporting sales volumes at three different levels will have the same fixed costs is true.
Answer:
a) Qs = 50 + 20p - 7ps
= 50 + 20p - 7×(2)
= 50 + 20p - 14
= 36 + 20p
At equilibrium,
=
So, 150 - 10p + 5
= 36 + 20p
So, 20p + 10p = 30p
= 150 - 36 + 5
= 114 + 5
So, p = (114/30) + (5/30)
= 3.8 + 0.17
Thus,
= 3.8 + 0.17
Q = 36 + 20p
= 36 + 20(3.8 + 0.17
)
= 36 + 76 + 3.4
= 112 + 3.4
Thus,
= 112 + 3.4
b)
= 3.8 + 0.17
= 3.8 + 0.17×(5)
= 3.8 + .85
= 4.65
= 112 + 3.4
= 112 + 3.4(5)
= 112 + 17
= 129
c) Qd = 150 - 10p + 5pb = 150 - 10(2.5) + 5(5) = 150 - 25 + 25 = 150
Qs = 36 + 20p = 36 + 20(2.5) = 36 + 50 = 86
Thus, there is excess demand as
> 
d) New
= 180 - 10p + 5
= 180 - 10p + 5×(5)
= 180 - 10p + 25
= 205 - 10p
Now, new
=
gives,
205 - 10p = 36 + 20p
So, 20p + 10p = 205 - 36
So, 30p = 169
So, p = 169÷30
So,
= 5.63
Q = 205 - 10p = 205 - 10×(5.63) = 205 - 56.3 = 148.7
So,
= 148.7