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Use Euler's method to calculate the first three approximations to the given initial value problem for the specified increment size. Round your results to four decimal places y' = -x(1 - y). y(1) = 1, dx = 0.2 O A. y1 - 1.0000, y2 = 10.0000, y3 = 10.0000 O B. y1 = 0. 1000, y2 = 0.5000, y3 = 0.5000 Q C. y1 = 1 0000, y2 = 1.0000, y3 = 1.0000 O D. y1 = 0.4000, y2 = 2.0000, y3 = 2.0000