Understanding Forward Settlement Prices of Gold

The video tutorial explores the concept of upper and lower bounds for the 1-year forward settlement price of gold. Initially, it establishes an upper bound at $1150, considering the spot price, borrowing rate, and carrying cost. The video then imagines a scenario with a lower forward price of $1050, comparing investment options: buying gold now or investing in a risk-free bond. It highlights rational decision-making, showing that a lower bound of $1100 would be more neutral. The tutorial concludes by summarizing the factors affecting these bounds, emphasizing the role of interest rates and carrying costs.

What components make up the upper bound of the 1-year forward settlement price of gold?

• Spot price, risk-free interest rate, and carrying cost

• Spot price, market demand, and carrying cost

• Spot price, inflation rate, and carrying cost

• Spot price, borrowing rate, and carrying cost

In the hypothetical scenario, what is the forward settlement price of gold?

• $1150

• $1100

• $1050

• $1000

What is one option for holding gold for the long term?

• Invest in a risk-free bond and buy gold later

• Buy gold now and sell it immediately

• Invest in stocks and buy gold later

• Buy gold now and store it at home

Why would a rational person choose to invest in a risk-free bond instead of buying gold immediately?

• To avoid inflation

• To avoid paying carrying costs

• To benefit from market fluctuations

• To increase the amount of gold held

What effect does choosing the bond option have on market prices?

• Increases the forward contract price and decreases the spot price

• Decreases both the forward contract price and the spot price

• Increases both the forward contract price and the spot price

• Decreases the forward contract price and increases the spot price

What is the rational lower bound for the forward settlement price of gold?

• $1150

• $1100

• $1050

• $1000

What factors are considered in determining the rational lower bound?

• Spot price, borrowing rate, and carrying cost

• Spot price, risk-free interest rate, and carrying cost

• Spot price, market demand, and carrying cost

• Spot price, inflation rate, and carrying cost

If the risk-free interest rate and borrowing rate were both 10%, what would the rational price be?

• $1150

• $1100

• $1200

• $1050

What happens to the rational price if both the risk-free interest rate and borrowing rate are 5%?

• It becomes $1150

• It becomes $1050

• It becomes $1200

• It becomes $1100

What is the only difference between the upper and lower bounds of the forward settlement price?

• The market demand

• The spot price

• The interest rates used

• The carrying cost