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What approximate interest rate would an investor need to earn in order to double the value of an investment you six years?

The sixth root of 2 (which can be calculated as 2 to the power (1/6)) is 1.1225. If you subtract one, you get 0.1225, so 12.25%.


How long did it take to have full return of investment?

It depends on what you are investing in. If you're not a professional investor it should take about 5 years to double your investment in stocks.


What is the rule 72?

Rule of 72 is a method that you can use to estimate the time your investments will double.I will give you the formulas and examples of how to apply them1) 72/interest=years2)72/years=interestExample 1: An investor is earning an interest of 10%. How many years will it take for her investments to double.Solution: 72/10= answerExample 2: An investor wants to double her money in 9 years, at what rate of interest must she earn for her investment to double in 9 years?Solution: 72/9=answer


What interest rate is required for an investment with continuously compounded interest to double in 8 years?

It is approx 8.66%


What interest rate would an investor need to earn in order to double the value in 6 years?

12%


Why should a consumer know and understand the rule of 72?

Rule of seventy two is used to ascertain the period by which an investment would grow by 100%. 72 divided by rate of interest would provide the approximate period by which the investment would become double. As an example, if the rate of interest is 6% per month, the investment would be doubled in ( 72/6) 12 months. Rule of 72 thus is an important tool to know the investment horizon.


How can the rule of 72 be used to predict the amount of time it will take for an investment to double?

The rule of 72 is a simple formula used to estimate how long it will take for an investment to double in value. To use it, divide 72 by the annual rate of return on the investment. The result is the approximate number of years it will take for the investment to double.


Do investments double every 10 years?

Sometimes. It depends on the interest rate. The rule of 72 will tell you when your investment will double.Example(usage): you invest x dollars at 9% interest per year. 72/9 = 8It will take 8 years for your investment to reach 2x at 9% annual interest.The interest needed to double an investment in 10 years is:72/x=107.2% interestSo if your investment had an annual interest rate of 7.2% it would double in 10 years.


How can i double an investment every ten weeks?

If you invest in any assets which yields 7.2% per week, then your investment will double. Rule of 72 states "The rule number (e.g., 72) is divided by the interest percentage per period to obtain the approximate number of periods (usually years) required for doubling." <><><> An investment that doubles in value every 10 weeks is generally a VERY risky investment. Safe investments will not normally have a rate of return of more than 500% a year.


What exactly is the finance rule of 72?

The finance rule of 72 basically is a way to find out how long it will take for someone to double their money, given a certain interest rate. E.g. if you had an interest rate of 9% a year on an investment, it will take 72/9 = 8 years to double your initial investment.


How many years will it take for an investment to double if the interest rate is 8 percent per year compounded annually?

11 years


How are logarithms used in finance to calculate compound interest and investment growth?

Logarithms are used in finance to calculate compound interest and investment growth by helping to determine the time it takes for an investment to double in value. This is done by using the formula A P(1 r/n)(nt), where A is the amount of money accumulated after n years, P is the principal amount, r is the annual interest rate, n is the number of times that interest is compounded per year, and t is the number of years the money is invested for. Logarithms are used to solve for the variable t in this formula, allowing investors to predict how long it will take for their investment to double in value.