1.

Time taken for an electron to complete one revolution in the Bohr orbit of hydrogen atom is

Answer»

`(4pi^(2) mr^(2))/(nh)`
`(nh)/(4pi^(2)mr)`
`(2pimr)/(N^(2) h^(2))`
`(h)/(2pi mr)`

Solution :By Bohr POSTULATE, `mv r = n (h)/(2pi) or v = (nh)/(2pi mr)`
No. of revolution per sec
`= ("Velocity")/("Circumference of the orbit")`
`= (v)/(2pi r) = (nh)/(2pi mr) xx (1)/(2pi r) = (nh)/(4pi^(2) mr^(2))`
`:.` TIME taken for one revolution `= (4pi^(2) mr^(2))/(nh)`


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