Assuming that the escape speed of Earth v=-11.480 km/s(*), what is the log 10 of the...

 

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Assuming that the escape speed of Earth v=-11.480 km/s(*), what is the log 10 of the number of molecules in one mole of (14N)2 that will have speed within the interval of (v-0.5m/s; v+0.5m/s) near the Earth's escape velocity? Round your answer to the nearest hundredth (i.e. if your final answer is -32.576, round it to -32.58). Take the average Earth Air Temperature to be T-284 K. Take Avogadro's Constant as 6.022x1023 and the Ideal Gas Constant R=8.31 J/mol*K. * the actual value of the escape velocity is close to 11.2km/s Assuming that the escape speed of Earth v=-11.480 km/s(*), what is the log 10 of the number of molecules in one mole of (14N)2 that will have speed within the interval of (v-0.5m/s; v+0.5m/s) near the Earth's escape velocity? Round your answer to the nearest hundredth (i.e. if your final answer is -32.576, round it to -32.58). Take the average Earth Air Temperature to be T-284 K. Take Avogadro's Constant as 6.022x1023 and the Ideal Gas Constant R=8.31 J/mol*K. * the actual value of the escape velocity is close to 11.2km/s