Answer:
C. efficiency and equality.
Explanation:
A typical society that strives to get the most it can from its scarce resources and at the same time, the society attempts to distribute the benefits of those resources to the members of the society in a fair manner; faces a trade-off between efficiency and equality.
Efficiency is the bid to avoid any kind of waste of resources, time, energy, efforts, money, or indeed any resource. Put simply it is getting the best out of a resource. While equality on the other hand is the distribution of resources or benefits to all parties in an equitable or fair manner.
Hence, it is obvious that the given scenario borders on efficiency and equality.
Answer:
The average time spent waiting in line for each student is 2.25 students.
Explanation:
Use Lq with a single server formula.
λ = Avg arrival rate = 15 std/hr
μ= Avg server rate (individual server capacity) = 20 std/hr
Μ = # of servers/line (identical capacities)
=
λ/μ(μ-
λ)
=15 / 20(20-15)
= 225/100
=2.25 students.
you too!
I don't really like valentines day, I'm probably just gonna hang out with my friend and play Minecraft ;-;
Answer: Federal income tax equal to that withheld from employees.
Explanation:
Federal Income Tax equal is a withholding Tax that the employer takes from an Employee's salary and pays it directly to the Government in form of income taxes.
It will therefore count towards the Income Taxes that the person is to pay during the year.
This is an Employee Payroll Tax because it comes from the Employees's salary.
Answer:
Y = $391.10
Explanation:
We have 0.125<em>B</em>(n-1) = i
B(n-1) = In = 142.78
So that B(n-1) = 142.78/0.125 = 1142.24
Furthermore, B(n-1) = <em>Px = Pv </em>= P/(1+0.125) = 1142.24
P/1.125 = 1142.24
P = 1142.24*1.125
P = 1285.02.
The total amount of the loan = Principal repaid as of time (n-1) + Principal repaid in last payment
= 6009.12 + 1142.24
= 7151.36
So, the total amount of the loan is 7151.36.
The principal repaid in the first payment Y = 1285.02 - 0.125*7151.36
Y = 1285.02 - 893.92
Y = $391.10