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(Solved): Exercise 2: Units: inches Can you do it on autocad the fron...

Exercise 2: Units: inches Can you do it on autocad the front,top ,left view with the dimensions hiddwn line and everything please

(Solved): 1 A Salary and Pension Reform in Cyprus: A Pedagogical Examp...

1 A Salary and Pension Reform in Cyprus: A Pedagogical Example 2 In 2013, the Republic of Cyprus, a European Union member state, grappled with profound financial challenges. To address its fiscal woes, the Cypriot government entered into a memorandum of understanding (MoU) with the European Commission, the European Central Bank, and the International Monetary Fund, collectively known as the Troika. This agreement aimed to secure essential loans to meet the country's debts and fulfill other financial obligations. The MoU mandated the adoption of substantial austerity measures, including: Elevating the retirement age for public employees from 63 to 65 years. Implementing a

10%

reduction in salaries and pensions. Imposing a freeze on salaries and pensions for five years. 3 4. Mandating a three percent (

3%

) salary contribution to public pension funds. To streamline the calculations for this case study, let us consider that the Memorandum of Understanding (MoU) took effect on January 1, 2013. Additionally, make the following assumptions: Salaries and pensions are disbursed once per year, specifically at the year's end. In the absence of the MoU, salaries and pensions would experience a yearly increase of

2.5%

. Following the freeze period, salaries and pensions will undergo an annual growth rate of

2%

. The anticipated average long-term annual interest rate in the economy is

4%

. 4 The formula for annual pension pavments at the time of retirement is: PMT = 0.5 * min(1, Months of employment /400) * Last Annual Salary * (1 g), 5 where

g

is the annual growth rate pension payments. Before the commencement of the Memorandum of Understanding ($190U), Ms. Carol, aged 47 at the time, had accumulated Twenty years of government service. In the year 2012, she Case Study Worksheet Example Before the commencement of the Memorandum of Understanding (MoU), Ms. Carol, aged 47 at the time, had accumulated Twenty years of government service. In the year 2012, she received an annual salary of 50,000 euros. Ms. Carol has expressed her intention to remain in the workforce until retirement. Life expectancy in Cyprus is 80 years. Calculate the current (present value) value as of the beginning of 2013 for all salaries and pension payments if the Memorandum of Understanding (MoU) is not accepted. Determine the present value of all salaries and pension payments, assuming the adoption of the MoU. Assess the overall financial gain for the government of Cyprus. Estimate the anticipated total savings from the reforms, considering the scenario presented as representative of the average public employee in Cyprus (assuming approximately 50,000 7 public employees). Modify accordingly the entries below and answer the questions presented in the pdf file Case Study TVM - Questions & Instructions.pdf. You may have to add/delete rows from the tables below depending on the years to retirement and the number of pension payments. Be careful not to mess up the embedded formulas. 8 9 10 DATA SUMMARY 11 Long-term interest rate in the economy,

k

4.00% 12 13 Without the MoU 14 Retirement age in year 63 15 Salary Growth (Annual) 2.5% 16 Pension Payments growth (Annual) 2.0% 17 18 With the MoU, Austerity Measures Case Study Worksheet Example 123 2% A B C D 2. Present value of all salaries and pension payments, assuming the adoption of the MoU 112 113 114

Years to retirnment, n=20

Salary freeze, years

=,5

From 45 to 65 years 115 116 Salary cut

=10.0%

k=4.0%,g-SAL=2.0%

119 11 Table 3. Salaries until Retirement and their Present Values with the MoU in Place Case Study Worksheet Example Case Study Worksheet Example

(Solved): Match the term to it's definition, pooling of blood unde...

Match the term to it's definition, pooling of blood under broken skin

(Solved): 7 Problem 3(10 Points): A bent round rod is fixed at cross-s...

7 Problem 3(10 Points): A bent round rod is fixed at cross-section

A

and has two forces of

P=100kv

applied to its end. Find the maximum principal shear stress in the rod. Assume the material is steel we an Elastic Modulus of 200 GPa and a Poisson's ratio of 0.3 . The circular cross-section of has a diameter of 1 cm . Clearly indicate on the sketch, the cross-section with the maximum principal shear stress. Ignore

(Solved): 5 Problem 2 (10 Points): A steel bolt is placed into a tight...

5 Problem 2 (10 Points): A steel bolt is placed into a tight fitting copper tube as shown below and the nut is tightened until failure. Rank from 1 to 8 the likelihood that the system fails first in one of the following modes. Note that 1 is most likely, and 8 is least likely (8 points) Fallure of the bolt in compressive yielding Failure of the bolt in tensile yielding Failure of the tube in compressive yielding Failure of the tube in tensile vielding Failure of the bolt shaft at A (under the head) Failure of the bolt at B (thread) Global buckling of the tube Local buckling of the tube If the axial rigidity (EA/L) is the same for the bolt and tube, what are the forces in the steel bolt and tube for a single turn of the nut. Assume the pitch of the thread is p. (2 points)

(Solved): 5-4 When an FCC material has high stacking fault energy, do ...

5-4 When an FCC material has high stacking fault energy, do you expect widely-spaced or closely-spaced leading and trailing partial dislocations? Do you expect wavy or planar glide? Briefly explain both trends. pts 5-5 Identify the trend between stacking fault energy and work-hardening coefficient, and then use it to predict which is likely to work harden more strongly: pure copper or pure nickel, the latter of which has a stacking fault energy of approximately

240m(J)/(m^(2))

. Hint: high work hardening coefficient means the dislocation is hard to move and crossslip.

(Solved): 2.7 A thin strip of rubber has an unstretched length of \( \...

2.7 A thin strip of rubber has an unstretched length of \( \mathbf{1 5}^{\boldsymbol{\prime}} \). If it is stretched around a pipe having an outer diameter of \( 5^{\prime \prime} \), determine the average normal strain in the strip.

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