Reference no: EM132985130

Excel Hydro took a loan contract which requires a payment of $40 million plus interest two years after the contract's date of issue. The interest rate on the $40 million face value is 9.6% compounded quarterly. Before the maturity date, the original lender sold the contract to a pension fund for $43 million. The sale price was based on a discount rate of 8.5% compounded semi-annually from the date of sale

Excel Hydro is also considering building a nuclear power plant, which will be ready for production in 2030. The country's governing body is also considering a decommissioning liability law for the operator to put aside $1 million every month towards decommissioning cost. If the production life of the plant is 60 years and the operator puts the money at the end of the month in a savings account, earning 7.25% compounded monthly.

During the 60 years of the production life of the plant, the operator will put $1 million at the end of the month in a savings account, earning 7.25% compounded monthly. At the end of the production life of the plant, there are no more contributions and the money is expected to grow at the rate of 6% compounded quarterly for the next 30 years.

Excel Hydro plans to raise $6.2 million to expand their business. To accomplish this, they plan to sell 20-year, $1,000 face value, zero-coupon bonds. The bonds will be priced to yield 9.5%. The company plans on depositing $10,000 a year in real terms into your investment account for the next four years. The relevant nominal discount rate is 7.5% and the inflation rate is 4.2%.

Question 1: Calculate the EPS of the company.

Question 2: Calculate the Present value of the stock.

Excel Hydro Inc. has just issued dividends at $2 per share. There are 500,000 shares outstanding. The recently released Income statement shows net earnings of $1200,000. Dividends will grow at the rate of 10% for the next four years. The required rate of return is 12%.

Question 3: What is the minimum number of bonds they must sell to raise the $6.2 million they need?

Question 4: What are the deposits worth in today's dollars?