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Shwet Goyal posted an Question
February 25, 2022 • 04:03 am
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30 points
30 points
- IIT JAM
- Mathematics (MA)
Let (-c,c) be the largest open interval in r (where c is either a positive real number or c = o) on which the solution y(x) of the differential equation =x+y2 +
Let (-c,c) be the largest open interval in R (where c is either a positive real number or c = o) on which the solution y(x) of the differential equation =x+y2 +1 with initial condition y(0) =0 exists and is unique. Then which of the following is/are true? Options yCx)) has a local minimum at 0. B. y(x) is an odd function on (-c, c). cyx)) has a local maximum at 0. D. x) is an even function on (-c, c). 22/33
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