Question: Consider the following graph. The function in the graph is a solution of one of the following differential equations. A. y' = 1 +
Consider the following graph. The function in the graph is a solution of one of the following differential equations. A. y' = 1 + xy B. y' = -2xy C. y' = 1-2xy Decide which is the correct equation and justify your answer. MY NOTES ASK For points in the first quadrant, the differential equation y' = 1 + xy-Select- graphed Select- For points in the second quadrant, this differential equation -Select- Since the in the first quadrant and -Select- For points in the first quadrant, the differential equation y' = -2xy -Select- graphed -Select- in the first quadrant and -Select- in the second quadrant, this differential equation For points in the first quadrant, the differential equation y' = 1-2xy-Select- in the first quadrant and graphed -Select- Select- . For points in the second quadrant, this differential equation -Select- in the second quadrant, this differential equation in the second quadrant, this differential equation -Select- be the correct equatio For points in the second quadrant, this differential equation . Since the fu be the correct equation . Since the Select-be the correct equation -Select- Select- To summarize, the graph is the solution to which of the three differential equations? OA. y'-1+xy O B. y' = -2xy OC. y' = 1-2xy
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