Question

The general solution of (a) y² = x² In Cr² (b) y³ = x ln Cr³ (c) y² = r² ln x³ + Cr² (d) y³ = x³ ln Cr³ (e) None of the above. dy x³+y³ dx xy² 23 is:

Answer 1

The solution to the differential equation dy/(x³+y³) = dx/(xy²) isn't provided explicitly, and additional context is required to proceed with solving the equation.

Step-by-step explanation:

The question appears to be seeking the general solution to a differential equation presented as dy/(x³+y³) = dx/(xy²). This is a type of first-order homogeneous differential equation. To find the general solution, one would typically aim to separate the variables and integrate both sides. The examples provided do not directly represent the solution but seem to contain elements that could be used in a solution process, such as the use of the natural logarithm (ln) and the exponential function. The student might be attempting to solve a separable differential equation or to directly integrate after simplifying the given equation. Since the exact differential equation provided in the question is unclear, providing a specific solution isn't feasible without additional context or clarification on the correctly written equation.