Two electrons are 10^-5 m apart. One electron is fixed on its position. The other, originally at rest, is released. How fast is the free electron moving when it is 10^−3 m from the fixed charge? Apply conservation of energy.
"kq^2(\\frac 1{r_1}-\\frac 1{r_2})=\\frac{mv^2}2,"
"v=\\sqrt{\\frac{2kq^2(r_2-r_1)}{mr_1r_2}}=2.25\\cdot 10^7~\\frac ms ."
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