A weight $W=1\mathrm{.}75kN$ is supported by a cable that passes over frictionless pulleys at $D$ and $F.$ The cable is attached to a winch at $G,$ and cable segment $DG$ is vertical. Member ABC is built in at $A,$ and members ABC,DCEF, and $BE$ are attached using pins at points $B,C,$ and $E.$ Neglect the weights of individual members.

NOTE: This is a multi$-$part question. Once an answer is submitted, you will be unable to return to this part.

All dimensions are in meters.

Determine the internal forces acting on cross sections $H$ and I, lisated immediately to the left of point $F$ and to the right of point $E,$ respectively. $($Round the final answers to two decimal places. Include a minus sign if necessary.$)$ Enter positive or negative numbers for the internal forces based on the standard sign convention for internal forces.

The internal forces acting on cross section $H$ are as follows:

$N_H=kN,V_H=$ kN $,$ and $M_H=$ kN$*$m

The internal forces acting on cross section $/$ are as follows:

$N_i=kN,V_1=kN,$ and $M_l=$ kN$*$m