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The Number of Years T It Takes for an Investment t=ln2ln(1+r)t = \frac { \ln 2 } { \ln ( 1 + r ) }

question 85

Multiple Choice

The number of years t it takes for an investment to double if it earns r percent (as a decimal) , compounded annually, t=ln2ln(1+r) t = \frac { \ln 2 } { \ln ( 1 + r ) } . How long will it take for prices in the economy to double at a 13% annual inflation
Rate? Round to the nearest year.


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