Reaction at A $($use $"+"$ or $""$ in order to define the direction, use only numbers without units, no

decimal$)R_A=$

kN

Reaction at F $($use $"+"$ or $""$ in order to define the direction, use only numbers without units, no

decimal$)R_F=$

kN

Shear:

Shear A to C $($use $"+"$ or $"-"$ in order to define the direction; use only numbers without units$)$

$V_{A-C}=$

kN

Shear C to D $($use $"+"$ or $"-"$ in order to define the direction; use only numbers without units$)$

$V_{C-D}=$

kN

Shear D to E $($use $"+"$ or $"-"$ in order to define the direction; use only numbers without units$)$

$V_{D-E}=$

kN

Shear E to F $($use $"+"$ or $"-"$ in order to define the direction; use only numbers without units$)$

$V_{E-F}=$

kN

Shear F to B $($use $"+"$ or $"-"$ in order to define the direction; use only numbers without units$)$

$V_{C-D}=$

kN

Bending Moments:

$M_A$ magnitude of moment at support A $($use only numbers with no decimal and direction $(,+-),$

If there is no use only $"0")$:

$kN.m$

$M_C$ magnitude of moment at C $($use only numbers with one decimal and direction $(,+-),$ If

there is no use only $"0",$ no round$)$:

$kN.m$

$M_D$ magnitude of moment at D $($use only numbers with no decimal and direction $(,+,-)$ If there

is no use only $"0")$:

$kN.m$

$M_E$ magnitude of moment at E $($use only numbers with one decimal, no round, use direction

$(+,-),$ If there is no use only $"0")$:

kN$.$m

$($M$\_$F$)$ magnitude of moment at $D($use only numbers with no decimal and direction $(,+-),$ if

there is no use only ${?}^{\text{'}}0)$:

kN$.$m

$M_B$ magnitude of moment at support B $($use only numbers with no decimal and direction $(,+-),$

If there is no use only $"0")$:

kN$.$m

CCW is positive

$CW$ is negative