- #1
Natasha1
- 493
- 9
The spread of a disease in a community is modeled by the following differential equation:
dy/dx = 0.2y - 0.02x where y is the number of infected individuals in thousands, and x the time in days.
1) Show the equation that for the family of 'curves' in the x-y plane for which dy/dx is a constant, is of the form y=mx+c.
How can I do this please?
dy/dx = 0.2y - 0.02x where y is the number of infected individuals in thousands, and x the time in days.
1) Show the equation that for the family of 'curves' in the x-y plane for which dy/dx is a constant, is of the form y=mx+c.
How can I do this please?