Question 5 Assume that BHF Ltd has a current growth rate of 10% p.a. that is expected to be maintained for only another three years and then fall to 5% p.a., where it is expected to remain indefinitely. Given that the required return on BHF's shares is 12% and that the last dividend of 50 cents has just been paid, the price of BHF's shares will be: (4 points) Question 6 Karen has to make rental payments of $1000 at the start of every month, throughout the four-year duration of her university course. Her university fees are $4000 to be paid at the start of each year. She earns $1500 per month (paid at the end of each month) from a part- time job. Assume an interest rate of 8% p.a. and that she keeps the part-time job for the next four years. How much money, in present value terms, can she withdraw each month for the next four years? (3 points) Question 7 If you don't repay a loan, and a lot of time passes, the debt can grow to unmanageable proportions, as happened to an unfortunate borrower in Melbourne. A grandmother has been forced to put her house up for sale after she ended up owing a massive $83 000 - on a $15 000 loan. Andrea lane, 57, borrowed the money in 2002 to pay for her father's funeral and to buy a new oven for her Clayton home. But she could not meet the cost of the loan and 18 years later, the amount she owed had grown to $83 000 ... Andrea said: 'I borrowed the money when I was grieving for my father. I just signed the papers.' a) Based on original loan of $6000, calculate the monthly repayments to be repaid over 5 years. Assume an interest rate of 25% p.a. Andrea can afford to pay $600 per month into the loan, and she has been able to negotiate a new interest rate of 8% p.a. b) How long would it take Andrea to repay the loan? c) If she cannot afford to increase her current repayments, and is unable to negotiate a better interest rate, recommend a strategy to reduce the total length of time to repay the loan? Based on this strategy, how much interest would she save? (1 + 2 + 2 = 5 points)