Multiple Choice
The "rule of 72" states that invested money doubles in value if the product of the interest rate (in percentage form) and time invested (in years) equals 72. Assuming continuous compounding, what exactly must the product be for money to double?
A) 69
B) 71
C) 73
D) 75
Correct Answer:

Verified
Correct Answer:
Verified
Related Questions
Q15: If zero rates (also known as
Q16: The yield-to-maturity (ytm) is the<br>A) Return on
Q17: Find the yield-to-maturity of a 5% two-year
Q18: The 6-months risk-free zero rate is 2.84%,
Q19: Assume that the risk-free zero rates are
Q20: You are to receive a cash-flow of
Q22: Assuming annual compounding, the prices of a
Q23: If the forward rate curve is downward
Q24: If the one year rate expressed with
Q25: If the price of a two-year semi-annual