MCQ
Identify the statement(s) which is/are True.
- A$f(x , y) = e^{y/x} + \tan \frac{y}{x}$ is homogeneous of degree zero
- B$x \cdot \ln \frac{y}{x} dx + \frac{y^2}{x} sin^{-1} \frac{y}{x} dy = 0$ is homogeneous differential equation
- C$f(x , y) = x^2 + \sin x \cdot \cos y$ is not homogeneous
- ✓all of the above