The de Broglie wavelength associated with an electron accelerated
through a potential difference of 121 V is :
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Given,
x = 121V,
Now,
E = ex
and
also E = hc/λ
So,ex =hc/λ

Symbols hold their usual meaning here except x which is equal to the potential difference i.e Voltage.
x = 121V,
Now,
E = ex
and
also E = hc/λ
So,ex =hc/λ
Symbols hold their usual meaning here except x which is equal to the potential difference i.e Voltage.
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