A bracket is shown in $($Figure $1).$ Use the following data: l

$=400$ mm

$,$ a

$=150$ mm

$,$ t

$=3$ mm

$,$ h

$=50$ mm

$,$ F

$=950$ N

$,$ OD

$=65$ mm

$,$ ID

$=37$ mm

$,$ and the material is steel. Points A

and B

are on the outside surface of the round beam.Determine the bending stress at point A

$.$Determine the shear stress due to transverse loading at point B

$.$Determine the torsional shear stress at point A

$.$Determine the torsional shear stress at point B

$.$Determine the algebraically largest principal normal stress at point A

$.$Determine the algebraically smallest principal normal stress at point A

$.$Determine the other principal normal stress at point A

$.$Determine the maximum principal shear stress at point A

$.$Determine the algebraically largest principal normal stress at point B

$.$Determine the algebraically smallest principal normal stress at point B

$.$Determine the other principal normal stress at point B

$.$Determine the maximum principal shear stress at point B

$.$Figure