This research aims to develop a mathematical model for the campaign to educate about the harms of smoking on Mathematical quitting. And to analyze the stability of Mathematical campaign to educate about the harms of smoking cessation. The development of a model to analyze the stability of Mathematical cessation of Alkhudhari, Al-Sheikh and Al-Tuwairqi added a campaign to educate about the harms of smoking into the original. An analysis of the model, using standard methods. Study points balance Finding the right balance of stability Answer Analyst And find answers to numerical modeling, mathematical
modeling, mathematical findings of a campaign to educate the effect of quitting smoking. Written in the system of differential equations, nonlinear equations contain four divided by the population into four groups: the population at risk of smoking. Population who smoke The temporary cessation population. And population groups who quit smoking permanently. Mathematical analysis has found the right balance, no smoking. The infection levels () is equal to 0.2353 and the balance that smoking is charged infection levels equal to 2.2857 on the campaign to educate (p) equal to 0.2 times per day, with a balance that is being pumped. cigarette And the balance with smoking Local Asymptotically Stable.
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