For an infinitesimally small percentage change in momentum

PHYSICS · Subjective · CBSE · Physics · Work, Energy and Power · Work, Energy and Power

Problem

For an infinitesimally small percentage change in momentum dpp\frac{dp}{p} , the corresponding percentage change in kinetic energy dKK\frac{dK}{K} for a body of constant mass is given by the differential relation dKK=n(dpp)\frac{dK}{K} = n \left( \frac{dp}{p} \right) . The integer value of nn is \_\_\_\_\_.

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