Personal Finance Case - Praveena has just completed her degree in Physics and has found a job as an employee in a nanotechnology research laboratory. She is thinking of moving out of her parents house into a rented one-bedroom flat in the city centre t

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Joanna Machniak

DB123 TMA 02

PI: B4 65 48 24

Part A

Question 1.  Praveena has just completed her degree in Physics and has found a job as an employee in a nanotechnology research laboratory. She is thinking of moving out of her parents’ house into a rented one-bedroom flat in the city centre to be closer to her friends and job. As her life is about to change significantly, she wants to plan ahead by calculating what her monthly budget will look like.

Here is what she has drafted:

Income: Her gross monthly earnings will start at £1625.

Expenditure:

  • Council tax: £1200 (yearly)
  • Utility bills: £240 (quarterly)
  • Weekly food spending: £80
  • Monthly entertainment: £200
  • Weekly rent: £130

She would also have to spend another £300 during the first month in order to decorate her flat and buy some kitchen appliances. Her parents have agreed to lend her  £420 with no interest to cover installation costs. She will use monthly surplus to pay them back. They will also put down the six weeks’ deposit for the flat so she does not have to budget it. Praveena will pay her council tax in ten instalments and her utility bills every three months, the first of each of these instalments starting in the first month of rent.

1.1 Using the ‘Tax and National Insurance calculator’, calculate Praveena’s average net monthly salary.

Praveena’s average net monthly salary would be £1,282.

Good – it would be beneficial to demonstrate how you derived your answer.

                                                                                                            2 marks

1.2 Work out Praveena’s cash flow statement and whether she is in surplus or in deficit, and by how much:

        (a) during the first month she is living in her flat

        (b) on average every month in her first year’s budget.

Note: Assume each month has 4 weeks only.

Table 1.1 Praveena’s cash flow statement

Parents’ loan is an additional cash inflow. Some errors in expenditure.

a) During the first month, Praveena is living on her flat by £1020 and she is on surplus of £262. That monthly surplus she should use to pay back the loan from her parents.

b) An average every month in Praveena’s first year budget expenditure is £1215. It means that Parveena will be on surplus by £67 each month.

Some good features of your answer – see also a number of errors in the table above.                                                                                                            6 marks

1.3 According to her budget:

        (a) Calculate how many months are required after moving in before she will         be able to pay back in full her parents’ loan for her installation costs;

        (b) Briefly comment on her ability to face unexpected events at the end of the         first year.

Table 1.2 Parveena’s monthly cash flow

  1. Praveena needs two months after she moved in to pay back in full her parents’ loan.

Important to show how your answer is derived.

Given her monthly budget and provided she sticks to it, she would need 7 months before she can repay her parents, as she has just over £72 surplus each month following the first, where she has only £2 surplus.        1 mark

  1. Praveena’s budget shows that on average she can live within her income. With £67 left each month to cover unexpected costs, after first year she will be have £804. Praveena is able to face the inflation rises, that causes increasing in rent, energy, food, etc. However, she is not able to face the loss of employment or earnings significantly reduced taking into account its existing savings. Then she could use the four-stage financial planning model as a guide to systematically making her final options. The same refers to the situation when she decides to take a debt at the end of the year.  
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Fair points. Praveena will have a rather small amount of surplus at the end of the first year (859-420 = £439, that is a mere 3% of her annual net earnings). She might want to reduce some of her expenditure such as entertainment or make sure she works hard and get a promotion quickly.

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