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The position and speed of particles (like electron and photon) is not known with perfect accuracy. This is the principle of Uncertainty.

Man weight$65kg$

Speed$1m/s$

Uncertainty$\text{1}渭\text{m/h}$

Given the uncertainty in the velocityv, we need to figure out the position measurement$\text{(}螖\text{x)}$constraint.

$$\begin{gathered} 螖\text{p}螖\text{x}猢�\frac{h}{2} \\ \text{m}螖\text{v}螖\text{x}猢�\frac{h}{2} \\ 65kg脳\frac{{\displaystyle {\text{10}}^{\text{- 6}}}}{{\displaystyle \text{3600}}}m/s脳螖\text{虫鈮�}\frac{{\displaystyle {\text{1.054脳10}}^{\text{- 34}}\frac{kg脳{\displaystyle {{\displaystyle \text{m}}}^{\text{2}}}}{s}}}{{\displaystyle \text{2}}} \\ 螖\text{虫鈮�}\frac{{\displaystyle {\text{1.054脳10}}^{\text{-34}}\text{m}}}{2脳{\displaystyle {{\displaystyle \text{1.81脳10}}}^{\text{- 8}}}} \\ 螖{\text{虫鈮�2.91脳10}}^{\text{- 27}}\text{m} \\ 螖\text{x}~{\text{10}}^{-26}\text{脳}25\text{cm} \end{gathered}$$

Hence the solution is $螖\text{x}~{\text{10}}^{-26}脳25\text{cm}$

The ambiguity in position is around ${\text{10}}^{\text{- 26}}$ orders of magnitude smaller than the man's width. Beyond the experimental observations, this is a very small value; therefore applying the uncertainty relation is pointless. The answer is No,it is not sensible to apply the uncertainty principle to the man.