with(plots); with(DEtools):DEplot(diff(y(t),t$2) + 0*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 0, D(y)(0) = 0]], y=-2..2,stepsize=.05,title =`no damping, y(0) = 0, D(y) = 0`,linecolor=blue);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(diff(y(t),t$2) + 0*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 0]], y=-2..2,stepsize=.05,title =`no damping, y(0) = 1, D(y) = 0`,linecolor=blue);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(diff(y(t),t$2) + 0*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = -1, D(y)(0) = 0]], y=-2..2,stepsize=.05,title =`no damping, y(0) = 0, D(y) = 0`,linecolor=blue);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DEplot(diff(y(t),t$2) + 0*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 5]], y=-2..2,stepsize=.05,title =`no damping, y(0) = 1, D(y) = 5`,linecolor=blue);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DEplot(diff(y(t),t$2) + 1*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 0]], y=-2..2,stepsize=.05,title =`small damping, y(0) = 1, D(y) = 0`,linecolor=blue);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DEplot(diff(y(t),t$2) + 3*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 0]], y=-1..1,stepsize=.05,title =`small damping, y(0) = 1, D(y) = 0`,linecolor=blue);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(diff(y(t),t$2) + 3*diff(y(t),t) + 9*y(t) = 0, y(t), t = 8 .. 12, [[y(0) = 1, D(y)(0) = 0]], y=-0.000005..0.000005,stepsize=.05,title =`small damping, y(0) = 1, D(y) = 0`,linecolor=blue);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DEplot(diff(y(t),t$2) + 6*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 5]], y=-1..2,stepsize=.05,title =`critical damping, y(0) = 1, D(y) = 5`,linecolor=blue);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DEplot(diff(y(t),t$2) + 7*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = 1, D(y)(0) = 5]], y=-1..2,stepsize=.05,title =`over-damped, y(0) = 1, D(y) = 5`,linecolor=blue);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(diff(y(t),t$2) + 7*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = -1, D(y)(0) = 5]], y=-1..0.5,stepsize=.05,title =`over-damped, y(0) = -1, D(y) = 5`,linecolor=blue);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DEplot(diff(y(t),t$2) + 6*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = -1, D(y)(0) = 5]], y=-1..0.5,stepsize=.05,title =`critically damped, y(0) = -1, D(y) =5`,linecolor=blue);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(diff(y(t),t$2) + 10*diff(y(t),t) + 9*y(t) = 0, y(t), t = 0 .. 10, [[y(0) = -1,D(y)(0) = 5]], y=-1..0.5,stepsize=.05,title =`over-damped, y(0) = -1, D(y) = 5`,linecolor=blue);LSUlUExPVEc2Jy0lJ0NVUlZFU0c2JTdldzckJCIiIUYrJCEiIkYrNyQkIiImISIjJCEzZm1tOy9FK1h6ISM9NyQkIiM1RjEkITNwKnloWyZwJXpiJ0Y0NyQkIiM6RjEkITMnXENMWzo4MWcmRjQ3JCQiIz9GMSQhM2xSMklGJyopMyNcRjQ3JCQiI0RGMSQhMzQhMzAuMSJmQFdGNDckJCIjSUYxJCEzdk5zXmc0ZFNTRjQ3JCQiI05GMSQhMyVbL25OZ1AhUVBGNDckJCIjU0YxJCEzM084XkFUWSlbJEY0NyQkIiNYRjEkITMzIio+KlFpR2FGJEY0NyQkIiNdRjEkITN4RHolKTNJSykzJEY0NyQkIiNiRjEkITNobTVjPE9EP0hGNDckJCIjZ0YxJCEzJjRHKmYrP3FtRkY0NyQkIiNsRjEkITN6VmolR1xxWWkjRjQ3JCQiI3FGMSQhM00jb3FgKnA4I1wjRjQ3JCQiI3ZGMSQhMyRmNzxgKHBxbkJGNDckJCIjISlGMSQhM2E9Nj9mN1JdQUY0NyQkIiMmKUYxJCEzMkg2Um1TWVJARjQ3JCQiIyEqRjEkITMmKSo0SydIQVBNP0Y0NyQkIiMmKkYxJCEzN0QhZkYyeFkkPkY0NyQkIiQrIkYxJCEzI2UmR0JGcixTPUY0NyQkIiQwIkYxJCEzSiVSWyZcVDNdPEY0NyQkIiQ1IkYxJCEzb1FsXkp3Z2s7RjQ3JCQiJDoiRjEkITM7KDNMbHRXTGUiRjQ3JCQiJD8iRjEkITNuRiYqUjBQMjE6RjQ3JCQiJEQiRjEkITNQXygpXCRbKmVLOUY0NyQkIiRJIkYxJCEzQnpNJUd4K0ZPIkY0NyQkIiROIkYxJCEzV1dpaSshR2lIIkY0NyQkIiRTIkYxJCEzX04ibyd6PStMN0Y0NyQkIiRYIkYxJCEzejhTUWBCJ0c8IkY0NyQkIiRdIkYxJCEzYkIlZkV6ZGM2IkY0NyQkIiRiIkYxJCEzPHY+dWZWQ2g1RjQ3JCQiJGciRjEkITMjUVMjcCVbJls0NUY0NyQkIiRsIkYxJCEzKlwsNFA+OURnKiEjPjckJCIkcSJGMSQhM3Z6JDNNWSk9TSIqRl92NyQkIiR2IkYxJCEzJ1siPSkqel9xKW8pRl92NyQkIiQhPUYxJCEzZWQtLmopXFxFKUZfdjckJCIkJj1GMSQhM3VWSE1uPyc9J3lGX3Y3JCQiJCE+RjEkITN2YCEpcEBPVnl1Rl92NyQkIiQmPkYxJCEzKSlbTktQYnE4ckZfdjckJCIkKyNGMSQhM3EnZW5dbWxudydGX3Y3JCQiJDAjRjEkITM0IVJUZlFZblYnRl92NyQkIiQ1I0YxJCEzKWYkUVBCQyNHNydGX3Y3JCQiJDojRjEkITNmdU0menczVSNlRl92NyQkIiQ/I0YxJCEzI0hndXFxZSxhJkZfdjckJCIkRCNGMSQhMy4kcExJJj4nKnBfRl92NyQkIiRJI0YxJCEzdFU6I1InRyVILCZGX3Y3JCQiJE4jRjEkITMrdDlDXyhlJW9aRl92NyQkIiRTI0YxJCEzJmU1R21GKSplYCVGX3Y3JCQiJFgjRjEkITNoYERSNyp6WUolRl92NyQkIiRdI0YxJCEzMT0mM3BcXVU1JUZfdjckJCIkYiNGMSQhMyc+Pio0WVEzL1JGX3Y3JCQiJGcjRjEkITMmRyoqKlxRJXpPciRGX3Y3JCQiJGwjRjEkITMmUXdrTjtoRGAkRl92NyQkIiRxI0YxJCEzMysqZTU4dy1PJEZfdjckJCIkdiNGMSQhM1MoSFgmUU5SJz4kRl92NyQkIiQhR0YxJCEzdGQuNyVmLjAvJEZfdjckJCIkJkdGMSQhM2lpJSpwIlw7QSpHRl92NyQkIiQhSEYxJCEzOmNeR085O15GRl92NyQkIiQmSEYxJCEzIWUpeXg7ZClwaCNGX3Y3JCQiJCskRjEkITMjMzM0UyNRTipbI0ZfdjckJCIkMCRGMSQhM1cxK3o2bSV6TyNGX3Y3JCQiJDUkRjEkITNUJil5KCkpXGdDRCNGX3Y3JCQiJDokRjEkITMsMUwnKTRuZ1VARl92NyQkIiQ/JEYxJCEzMksvM2AwNlE/Rl92NyQkIiREJEYxJCEzUWJVdEwyclE+Rl92NyQkIiRJJEYxJCEzOiU+RjBxZVQlPUZfdjckJCIkTiRGMSQhM0I8NzpDIT1VdiJGX3Y3JCQiJFMkRjEkITNAUTg0MVFtbztGX3Y3JCQiJFgkRjEkITM3U0BFO0BHKGUiRl92NyQkIiRdJEYxJCEzKVw4ciFlJXApNDpGX3Y3JCQiJGIkRjEkITNgJ0hyJmZBQk85Rl92NyQkIiRnJEYxJCEzNSRSSSUqUSc9bThGX3Y3JCQiJGwkRjEkITNRJnkxbHBjJipIIkZfdjckJCIkcSRGMSQhMyo+UCEpPWR3aEIiRl92NyQkIiR2JEYxJCEzQF1OQ0t2KWU8IkZfdjckJCIkIVFGMSQhMyQ+VjVPIylRJj02Rl92NyQkIiQmUUYxJCEzKFJSYFYvKClSMSJGX3Y3JCQiJCFSRjEkITMnUU5DbXkmNDc1Rl92NyQkIiQmUkYxJCEzUiw4a19ITkYnKiEjPzckJCIkKyVGMSQhMzFqKnBNVkB5OipGZmRsNyQkIiQwJUYxJCEzLG41XE4jKj02KClGZmRsNyQkIiQ1JUYxJCEzI1JrIXBYJlJqRylGZmRsNyQkIiQ6JUYxJCEzWGRfbT0rQCMpeUZmZGw3JCQiJD8lRjEkITMjUlgwLTcheihcKEZmZGw3JCQiJEQlRjEkITMrMFRWKyc9QDgoRmZkbDckJCIkSSVGMSQhMz46OD0hNCJHJXknRmZkbDckJCIkTiVGMSQhMytpYWU5eVNga0ZmZGw3JCQiJFMlRjEkITNKRks/PTluUWhGZmRsNyQkIiRYJUYxJCEzeilHIT4nKltHUmVGZmRsNyQkIiRdJUYxJCEzRFwlemppKlxhYkZmZGw3JCQiJGIlRjEkITN1NmJMKFwuT0cmRmZkbDckJCIkZyVGMSQhM1RiZnFGIj5mLSZGZmRsNyQkIiRsJUYxJCEzOCkqW1RzQCEzeSVGZmRsNyQkIiRxJUYxJCEzKCp5XFk2KFJ3YSVGZmRsNyQkIiR2JUYxJCEzYFojPXRyW2VLJUZmZGw3JCQiJCFbRjEkITMrNFEtKGZ1WzYlRmZkbDckJCIkJltGMSQhMyYqPm5XMCkqPTlSRmZkbDckJCIkIVxGMSQhM3YuMDhFREhCUEZmZGw3JCQiJCZcRjEkITM/d1pcO2FxVE5GZmRsNyQkIiQrJkYxJCEzX2stQjlXKCpvTEZmZGw3JCQiJDAmRjEkITNVam0hPmduWT8kRmZkbDckJCIkNSZGMSQhMyZcPmFwN3UkW0lGZmRsNyQkIiQ6JkYxJCEzVyNIPVY8LigqKkdGZmRsNyQkIiQ/JkYxJCEzOjcmPSMqKUhHZUZGZmRsNyQkIiREJkYxJCEzXUghb3YlKmZQaSNGZmRsNyQkIiRJJkYxJCEzc0wkSDxuKHomXCNGZmRsNyQkIiROJkYxJCEzNDZdUio9d1NQI0ZmZGw3JCQiJFMmRjEkITMlelIhXEw2SGVBRmZkbDckJCIkWCZGMSQhM1NVdTQiKUg6W0BGZmRsNyQkIiRdJkYxJCEzMnZtXEhqUVY/RmZkbDckJCIkYiZGMSQhM05QcV4yI0hQJT5GZmRsNyQkIiRnJkYxJCEzNnQ6Wj9DJCpbPUZmZGw3JCQiJGwmRjEkITNfdDQvRiplKGU8RmZkbDckJCIkcSZGMSQhM0MkKW9hWUspSG4iRmZkbDckJCIkdiZGMSQhM28xRzgmKjNSImYiRmZkbDckJCIkIWVGMSQhM3Y3R1dceXg4OkZmZGw3JCQiJCZlRjEkITMxRnBYTysmKlI5RmZkbDckJCIkIWZGMSQhM2hZdj9bR3NwOEZmZGw3JCQiJCZmRjEkITMqZlRqLG8/SEkiRmZkbDckJCIkKydGMSQhM0R0bzcjXHckUjdGZmRsNyQkIiQwJ0YxJCEzNyhSWTBSSip5NkZmZGw3JCQiJDUnRjEkITN4MSs/SlVWQDZGZmRsNyQkIiQ6J0YxJCEzISo+Z0RUN3VtNUZmZGw3JCQiJD8nRjEkITNnRmh3ZmNyOTVGZmRsNyQkIiREJ0YxJCEzcy0jPXAmUkZfJyohI0A3JCQiJEknRjEkITNGIW8hNEVxXyI9KkZdY203JCQiJE4nRjEkITNeeSR5RnBRUHQpRl1jbTckJCIkUydGMSQhM3k0ci1gIyp5MiQpRl1jbTckJCIkWCdGMSQhM2teZ1s2T2gtekZdY203JCQiJF0nRjEkITNTSFs2PScpPjx2Rl1jbTckJCIkYidGMSQhMzklKjR5TTBlXXJGXWNtNyQkIiRnJ0YxJCEzOWdIVERFJT0hb0ZdY203JCQiJGwnRjEkITMtZ0Rvakc2cWtGXWNtNyQkIiRxJ0YxJCEzUm1fW188Y2FoRl1jbTckJCIkdidGMSQhM2djYndcLVNhZUZdY203JCQiJCFvRjEkITMoUSwsYnp4KW9iRl1jbTckJCIkJm9GMSQhM2FEOiJcViFHKEgmRl1jbTckJCIkIXBGMSQhM1NPMT9MIUgqUV1GXWNtNyQkIiQmcEYxJCEzRztdT3h2PCR6JUZdY203JCQiJCsoRjEkITM5L2MjM2M2JWZYRl1jbTckJCIkMChGMSQhM1ltNyVvV1lxTCVGXWNtNyQkIiQ1KEYxJCEzRkNFJ28/RWI3JUZdY203JCQiJDooRjEkITMrMzc8ST5LQ1JGXWNtNyQkIiQ/KEYxJCEzOj50SywwJEh0JEZdY203JCQiJEQoRjEkITM4J1s+QE10M2IkRl1jbTckJCIkSShGMSQhMyEpKnpwW0AmcHhMRl1jbTckJCIkTihGMSQhM2E7RjUlM2pIQCRGXWNtNyQkIiRTKEYxJCEzc0I0dExdRWNJRl1jbTckJCIkWChGMSQhM1sicF1xQjRzIUhGXWNtNyQkIiRdKEYxJCEzMy82KHAoSFVsRkZdY203JCQiJGIoRjEkITNDNHQtOTxiSUVGXWNtNyQkIiRnKEYxJCEzP3lzJSkqPmVBXSNGXWNtNyQkIiRsKEYxJCEzQChIYlFqQC1RI0ZdY203JCQiJHEoRjEkITM0SU41aG84a0FGXWNtNyQkIiR2KEYxJCEzWW5kQTRPcmBARl1jbTckJCIkIXlGMSQhMyZcUzBFd3YnWz9GXWNtNyQkIiQmeUYxJCEzU11FJT5uZyhbPkZdY203JCQiJCF6RjEkITNHUFhcKFw9UCY9Rl1jbTckJCIkJnpGMSQhM1ExYk0lZTZMdyJGXWNtNyQkIiQrKUYxJCEzZCFRWSJvUUp4O0ZdY203JCQiJDApRjEkITMzNWUkKTQuXiZmIkZdY203JCQiJDUpRjEkITNVcTEkek4ncDw6Rl1jbTckJCIkOilGMSQhM0pgMy9QdW5WOUZdY203JCQiJD8pRjEkITNbMyZIOFlvS1AiRl1jbTckJCIkRClGMSQhM3h5P3FyTEgxOEZdY203JCQiJEkpRjEkITM4Q3BjJnAlZVU3Rl1jbTckJCIkTilGMSQhM2VYbTFHSik+PSJGXWNtNyQkIiRTKUYxJCEzYixJdExyTEM2Rl1jbTckJCIkWClGMSQhMyo+T3B2Yy0mcDVGXWNtNyQkIiRdKUYxJCEzQ2VKaDlCTTw1Rl1jbTckJCIkYilGMSQhM3FuNXhxJWZzbiohI0E3JCQiJGcpRjEkITNuUyQ9QClSSDAjKkZkYW43JCQiJGwpRjEkITNHJzNXMl9ZanYpRmRhbjckJCIkcSlGMSQhM1JeMEYlWyVISCQpRmRhbjckJCIkdilGMSQhMyllLyJHPysyQnpGZGFuNyQkIiQhKSlGMSQhM05zSThjdGxPdkZkYW43JCQiJCYpKUYxJCEzXmx5KiplLTRwckZkYW43JCQiJCEqKUYxJCEzL1lfeD4nXCU+b0ZkYW43JCQiJCYqKUYxJCEzc3RDJVs6aG9bJ0ZkYW43JCQiJCsqRjEkITNATyoqKSk+S1xxaEZkYW43JCQiJDAqRjEkITMqZVx4LnRhJnBlRmRhbjckJCIkNSpGMSQhMyFcRTZNPSRIJGUmRmRhbjckJCIkOipGMSQhM194WDR3Rio0SiZGZGFuNyQkIiQ/KkYxJCEzZHYiW2Nocz4wJkZkYW43JCQiJEQqRjEkITM9LlAjbywmZTBbRmRhbjckJCIkSSpGMSQhM2toTU4jKVFAclhGZGFuNyQkIiROKkYxJCEzLXJrUWlKRltWRmRhbjckJCIkUypGMSQhMzU8KGUhKlEwaTglRmRhbjckJCIkWCpGMSQhMyVmS0xERyFbTVJGZGFuNyQkIiRdKkYxJCEzdllbLURNZlVQRmRhbjckJCIkYipGMSQhMz9OQVwqKlwxZ05GZGFuNyQkIiRnKkYxJCEzbEtrJSkqZVFrUSRGZGFuNyQkIiRsKkYxJCEzMzhEblIrR0BLRmRhbjckJCIkcSpGMSQhM0xuRWhtajxrSUZkYW43JCQiJHYqRjEkITNMZF9wSFp0OUhGZGFuNyQkIiQhKSpGMSQhM0k5ei1aOWVzRkZkYW43JCQiJCYpKkYxJCEzYlkjKVJoNU9QRUZkYW43JCQiJCEqKkYxJCEzJmV1WDlYTigzREZkYW43JCQiJCYqKkYxJCEzbylRIz0nKUhRJ1EjRmRhbjckJCIlKzVGMSQhMyR5b1oycygqKnBBRmRhbi0lJlNUWUxFRzYjJSVMSU5FRy0lKlRISUNLTkVTU0c2IyIiJC0lJlRJVExFRzYjUUFvdmVyLWRhbXBlZCx+eSgwKX49fi0xLH5EKHkpfj1+NTYiLSUrQVhFU0xBQkVMU0c2JFEidEZiW29RJXkodClGYltvLSUlVklFV0c2JDskISImRi0kRmByRi07JCEyLSsrKysrXTIiISM7JCIxLSsrKysrXWRGYlxvLSUmQ09MT1JHNiYlJFJHQkckRitGLUZpXG8kRjdGLQ==