This is the app page of ODMO program for Maximizing long-term inverstment.

Supposing that you have an amount of money $ to invest over a period of time 5 years for 4 bonds. Each bond pays an interest rate that compounds per year and pay the principle plus compound interest at the end of a maturity period.
The information about bonds is given in the following table.

Bonds	Purchased in year	Maturity period of year	Interest rate (%)
B1	$p_1=$1	$m_1=$4	$ir_1=$%
B2	$p_2=$5	$m_2=$1	$ir_2=$%
B3	$p_3=$2	$m_3=$4	$ir_3=$%
B4	$p_4=$2	$m_4=$3	$ir_4=$%

How is to maximize the total profit after 5 years?

[CLICK] here to solve the optimization problem

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Bonds	Purchased in year	Maturity period of year	Interest rate (%)
B1	\(p_1=\)1	\(m_1=\)4	\(ir_1=\)%
B2	\(p_2=\)5	\(m_2=\)1	\(ir_2=\)%
B3	\(p_3=\)2	\(m_3=\)4	\(ir_3=\)%
B4	\(p_4=\)2	\(m_4=\)3	\(ir_4=\)%