Question: use simulink to solve this problem Simulate differential equation dt2d2y=12dtdy5y Simulate the SIR model dS/dt=(I/N)SdI/dt=(I/N)SIdR/dt=I S= Number Susceptible Individuals I - Number Infectious Individuals R=

use simulink to solve this problem
use simulink to solve this problem Simulate differential equation dt2d2y=12dtdy5y Simulate the

Simulate differential equation dt2d2y=12dtdy5y Simulate the SIR model dS/dt=(I/N)SdI/dt=(I/N)SIdR/dt=I S= Number Susceptible Individuals I - Number Infectious Individuals R= Number Recovered Individuals N= Total Population = Infection rate = Recovery Rate Compute using R0/7 as 7 days a week. R 02,5. The population is 106. The recovery rate is 1/7 indicating recovery using 7 days. Initial condition for S is 999833 . Initial condition for I is 166. Initial condition for R is 1

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