On the basis of heisenhergs uncertainty principle show that the electron correct exist within the nucleus

Explanation

The ratio of the nucleus is of order of `10^(-13) cm ` and thus the uncertainty in position of the electron (i.e `Delta x)` d it is within the nucless will be `10^(-13) cm `
`Now Delta x- Delta u ge (h)/(4pi m)`
`:. Delta u = (6.626 xx 10^(-27))/(4 xx 3.14 xx 9.108 xx 10^(-28) xx 10^(-15))`
` = 5.79 xx 10^(12)cm s^(-1)`
i.e. the order of velocity of the electron will be `100 `times greater than the velocity of light .White is impossible .Thus possibility of the electron to exist in the nucless is zero