Plot the graphs of (left(Omega_{1} / omega_{2} ight)) against (left(m_{2} / m_{1} ight)) and (left(Omega_{2} / omega_{2}

Plot the graphs of \(\left(\Omega_{1} / \omega_{2}\right)\) against \(\left(m_{2} / m_{1}\right)\) and \(\left(\Omega_{2} / \omega_{2}\right)\) against \(\left(m_{2} / m_{1}\right)\) as \(\left(m_{2} / m_{1}\right)\) varies from 0 to 1.0 when \(\omega_{2} / \omega_{1}=0.1\) and 10.0.