Problem $2$:

The solid circular shape shown below has a diameter of $38mm$; the shear force, V$,=2500N.$ Use this information to determine the answers for parts $($a$)($d$).$

Part $($a$)$

For the answer below, enter the number as an integer $($ex: $123,456)$ and NOT in scientific notation $($do not enter as $1\mathrm{.}23$X$105$or $1\mathrm{.}23$e$5.)$

The moment of Inertia of the solid circular shape $($in $m{m}^4)$ is:

Question $6$

$1$ pts

Problem $2$

Part $($b$)$

Ap is the area of the part of the crosssection that lies away from the axis where $V$ is to be calculated.

The value of $Ap($in $m{m}^2)$ is:

Problem $2$

Part $($c$)$

For the answer below, enter the number as an integer.

The value of the first moment of Area $($in $m{m}^3)$ is:

Question $8$

$1$ pts

Problem $2$

Part $($d$)$

The shearing stress $($in MPa$)$ at the horizontal neutral axis is: