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Parallel axis theorem proof in Kleppner and Kolenkow

Physics Asked on December 1, 2020

In page 249 of Kleppner and Kolenkow, An introduction of Classical Mechanics, for the proof of Parallel axis theorem, he writes the vector connecting the axis(z-axis) to mass element is :

$$ rho_j= x_j vec{i} + y_j vec{k}$$

Now, if it is the perpendicular vector connecting the axis to a mass element then why is there $k$ component..?

Reference picture:

enter image description here

One Answer

From the comment by Omar Nagib,

It is a typo.

The correction : $y_i vec{j}$ instead of $yjvec{k}$

Answered by Buraian on December 1, 2020

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