If the uncertainity in the position of proton is `6xx10^(8)m`, then the minimum uncertainity in its speed is

If the uncertainity in the position of an electron is 10^(-10) m , then the value of uncertainity in its momentum (in kg-ms^(-1) ) will be

Calculate the uncertainity in the position of a cricket ball of mass 150 g if the uncertainity in its velocity is 3.53 xx 10^(-24 ) ms^(-1)

Calculate the uncertainity in the position of a cricket ball of mass 150 g if the uncertainity in its velocity is 3.53 xx 10^(-24 ) ms^(-1)

Calculate the uncertainity in the position of a cricket ball of mass 150 g if the uncertainity in its velocity is 3.53 xx 10^(-24 ) ms^(-1)

If the uncertainity in locating the position of a proton (m=1.67xx10^(-27 kg)) is 5 mu m , the uncertainitiy in its speed will be

The uncertainity in the positions of an electron and proton is equal, the ratio of the uncertainities in the velocity of an electron and proton is

If the uncertainity in velocity of a moving object is 1.0 xx 10^(-6) ms^(-1) and the uncertainty in its position is 58m, the mass of this object is approximately equal to that of (h = 6.626 xx10^(-34) Js)

The uncertainity in the position of a particle is equal to the de-Broglie wavelength. The uncertainity in its momentum will be

The uncertainity in the position of a moving bullet of mass 10 g is 10^(-5) m.Calculate the uncertainty in its velocity .

The uncertainity in the position of a moving bullet of mass 10 g is 10^(-5) m.Calculate the uncertainty in its velocity .