Question: Q#09. Compute approximate solution of 'y' at x = 1 employing Taylor Series and Picard's method up to third order approximation from the given

Q#09. Compute approximate solution of 'y' at x = 1 employing Taylor Series and Picard's method up to third

Q#09. Compute approximate solution of 'y' at x = 1 employing Taylor Series and Picard's method up to third order approximation from the given dy =x + y and y'= log (x / y), subject ordinary differential equation- dx to y (0) = 1.

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