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Suppose That an Epidemic Is Spreading at a Rate Proportional y=g(y)y ^ { \prime } = g ( y )

question 126

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Suppose that an epidemic is spreading at a rate proportional to the square of the infected population. Let f(t) be the number of infected people at time t, and suppose y = f(t) satisfies a differential equation y=g(y) y ^ { \prime } = g ( y ) . Which of the following sets of curves could represent solutions of y=g(y) ?y ^ { \prime } = g ( y ) ? [Hint: First determine the differential equation yy ^ { \prime } = g(y) .]


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An economic measure that represents something measured over a specific period of time, such as income or expenditure, which contrasts with stock variables that are measured at a specific point in time.

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