If a curve satisfies the equation dy/dx = y/x, then the curve is a:
If a curve satisfies the equation dy/dx = y/x, then the curve is a:
- A. Parabola
- B. Circle
- C. Straight line passing through the origin
- D. Hyperbola
Answer: C) Straight line passing through the origin
Explanation: Separating variables: dy/y = dx/x. Integrating gives log y = log x + log c → y = cx. This represents a straight line passing through the origin.
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