Question: 13. Solve the first-order ODE y'(ay' + y) (1+x ) /=r. A. x-3/313/3 = (1+ x )1/3 + C, where ( is an arbitrary constant.

13. Solve the first-order ODE y'(ay' + y) (1+x ) /=r. A. x-3/313/3 = (1+ x )1/3 + C, where ( is an arbitrary constant. B. x3y = (1+ 24)-1/2 + C. where C is an arbitrary constant. C. xy' = (1+ p)/3 + C, where ( is an arbitrary constant. D. ry' = (1+ x )3/3 + C, where C is an arbitrary constant. E. ry 3= (1 + p)'/2 + C. where C is an arbitrary constant. Fry' = (1+x)-3/3 + C. where O is an arbitrary constant. G. x 3= (1+ p)1/3 + C. where C is an arbitrary constant

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