A proton is accelerated to one tenth of velocity of light. If the velocity can be measured with a precision of ` +-0.5 %`, what must be the uncertainty in its position ? `( m_(p)=1.675 xx 10^(-27)kg)`.

A proton is accelerated to one tenth of the velocity of light. If its velocity can be measured with a precision -pm1% . What must be its uncertainty in position?

A proton is accelerated to one tenth of the velocity of light. If its velocity can be measured with a precision -pm1% . What must be its uncertainty in position?

A proton is accelerated to one tenth of the velocity of light. If its velocity can be measured with a precision -pm1% . What must be its uncertainty in position?

A portons is accelrated to one -tenth of the velocity of light . If its velocity can be be measured with a precision pm 1% . wavelenght of 1 xx10^(-10) m.

An electron is accelerated to one -tenth the velocity of light suppose its velocity can be measurted with a precision of 1% what must be the uncertain with qa precition of 1 % what must be the uncertainty in position ?

A proton is accelerated to a velocity of one tenth times that of the velocity of light. If the uncertainty in the determination of its velocity be +-0.5% , calculate the uncertainty in locating its position. [mass of proton =1.675xx10^(-27)kg ].

An e^- moving with a velocity of 2xx10^6m//s . If the speed can be measured with an accuracy of 0.02%. Calculaate the uncertainty in its position is 1.45xx10^(-x) . The value of x:

If the electron is to be located within 5xx 10^(-5) A ͦ , what will be the uncertainty in its velocity? (Mass of the electron = 9.1 xx 10^(-31) kg