an investment compounds annually at an interest rate of 33.34 % what is the smallest investment period by which time the investment will more than triple in value ?
"assume initial amount is x annual interest is 34.1 % so after 1 year the amount will become x * ( 100 + 33.34 ) / 100 = > x * 4 / 3 now we need to find n for x * ( 4 / 3 ) ^ n = 3 x or in other words n = 4 e"
add(floor(divide(log(const_3), log(add(const_1, divide(33.34, const_100))))), const_1)