If a light of wavelght `lambda` hits moving electron the uncertainty in measurement of its position will be

If a light of wavelength lambda hits moving electron the uncertainty in measurement of its position will be

According to Heisenberg's uncertainty principle, on increasing the wavelength of light used to locate a microscopic particle, uncertainly in measurement of position of particle :

According to Heisenberg's uncertainty principle, on increasing the wavelength of light used to locate a microscopic particle, uncertainly in measurement of position of particle :

If uncertainty in the measurement of position and momentum of an electron are equal then uncertainty in the measurement of its velocity is approximatly:

If uncertainty in the measurement of position and momentum of an electron are equal then uncertainty in the measurement of its velocity is approximatly:

Statement 1 : The position of an electron can be determined exactly with the help of an electron microscope. Statement 2 : The product of uncertainty in the measurement of its momentum and the uncertainty in the measurement of the position cannot be less than a finite limit.

Calculate the uncertainty in the position of an electron if uncertainty in the measurement of it's momentum be 1.0xx10^(-5)kg*m*s^(-1) .

What will be the uncertainty in velocity of an electron when the uncertainty in its position is 1000 Å?

What will be the uncertainty in velocity of an electron when the uncertainty in its position is 1000 Å?

What will be the uncertainty in velocity of an electrons when the uncertainty in its positions is 1000 Å?