Question #6 to #10 will use the following information to guide you through a wealth management problem.

Goliath Inc. decides to pay the following dividends over the next three years: $2, $2.08, and $2.16. Thereafter, the company will maintain a constant growth rate as in the first 3 years forever. The required return of Goliaths stock is 12%.

Suppose Victor has $1000 today. He decides to buy 10 shares of Goliaths stock today and save the rest of his $1000 into the Whales Cargo bank, which provides an annual interest rate of 6%. Victor will sell his shares of Goliaths stock in year 3 and withdraw the money from the bank as well. Victor wants to know how much money he can have in year 3, with such an investment plan.

Question 6: What is the stock price of Goliath Inc. today?

Question 7: How much money can Victor save in the bank today?

Question 8: What is the stock price (per share) of Goliath Inc. when Victor sells it in year 3 (immediately after the third dividend is paid out)?

Question 9: How much money can Victor withdraw from the bank in year 3?

Question 10: With such an investment plan, how much money will Victor have in year 3? Suppose Victor consumes all his dividends over these years and his wealth consists of the capital gains from the stock and the money withdrawal from the bank.