The Differential equation that models the provided statement “the rate of change of y with respect to x is directly proportional to the quotient of x divided by y ” when the initial condition is, y = 2 when x = − 1 and the value of proportionality constant k is, k = 1 ..
The Differential equation that models the provided statement “the rate of change of y with respect to x is directly proportional to the quotient of x divided by y ” when the initial condition is, y = 2 when x = − 1 and the value of proportionality constant k is, k = 1 ..
Solution Summary: The author explains that the differential equation that models the provided statement is underset_
The Differential equation that models the provided statement “the rate of change of y with respect to x is directly proportional to the quotient of x divided by y ” when the initial condition is, y=2 when x=−1 and the value of proportionality constant k is, k=1..
b)
To determine
To calculate: simplify the value of y for the provided statement that is the rate of change of y with respect to x is directly proportional to the quotient of x divided by y and y=2 when x=−1
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