DiffEqs 2.pdf - Kuta Software Infinite Calculus Name...

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©8E2x0l1F3RBKxu4tBaaHSuoif2tgwBaprwezKLfLgCe.zg4AZl1l5QrBi0g4hxtisherQeFsherrivZeldv.KjMMXaHdZe11w9iltyhcdIdnAfbiRnriItheSOCbaKlzcGuElpumsv.TFind the general solution of each differential equation.1) dydx= 2x+ 22) f'(x)= 2x3) dydx= 124) dydx= 1(x+ 3)2For each problem, find the particular solution of the differential equation that satisfies the initial condition. You may use a graphing calculator to sketch the solution on the provided graph.5) dydx= 4x+ 1, y(1)= xy43211234432112346) dydx= 2sinx, y(2π3)xyππ2π2π43211234Worksheet by Kuta Software LLCKuta Software - Infinite CalculusName___________________________________Period____Date________________Introduction to Differential Equations+ 1x3= 0
Kuta Software - Infinite CalculusName___________________________________Period____Date________________Introduction to Differential EquationsFind the general solution of each differential equation.

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