An `alpha`- particle and a proton are accelerated from rest by a potential difference of `100 V` After this their de Broglie wavelength are `lambda_(a) and lambda_(p)` respectively The ratio `(lambda_(p))/ lambda_(p)` , to the nearest integer is

An `alpha`- particle and a proton are accelerated from rest by a poten

1.	An `alpha`- particle and a proton are accelerated from rest by a potential difference of `100 V` After this their de Broglie wavelength are `lambda_(a) and lambda_(p)` respectively The ratio `(lambda_(p))/ lambda_(p)` , to the nearest integer is
Answer» Correct Answer - `3` `P_(1) = sqrt(2m(100 eV))` `lambda_(P) = (h)/(sqrt(2m(100eV))) rArr lambda_(alpha)=(h)/(sqrt(2(4m)2(100 eV)))` `lambda_(P)/lambda_(alpha)=sqrt(8)` rArr The ratio `lambda_(p)/lambda_(alpha)`, to the nearest integer, is equal to `3`.

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An `alpha`- particle and a proton are accelerated from rest by a potential difference of `100 V` After this their de Broglie wavelength are `lambda_(a) and lambda_(p)` respectively The ratio `(lambda_(p))/ lambda_(p)` , to the nearest integer is

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