Q$2$ Weight:$20$:$00\%$

Consider the pendulum shown in the figure. Calculate:

COLlapseimages

$r1=0\mathrm{.}4in$

$12=1\mathrm{.}1$ in

$h=4$ in

$t=0\mathrm{.}2in$

Best Soore: $1\mathrm{.}0016$

Current Soore: $1\mathrm{.}0016$

The moment of ineria about the $y$ axis.

un $ii{n}^4$

The moment of ineris about the a axis

The moment of inertia about the $A{A}^{\text{'}}$ axis.

$i{n}^4$

The morrent of inerlia about the $B{B}^{\text{'}}$ axis.

$i{n}^2$

$2$ wes remaning $1$ point$($s$)$ possible

The moment of ineria about the $C{C}^{\text{'}}$ axis.

$j^{3m^2}$

Imes reranig $1$ pointis possick

The location of the $z$ axis such that the moment of inertia around the $z$ axis will be minimized.

$$ Iin

Sives fertaing $1$ poings, possibe

$$