A frame used for a chair is shown. Given that FD $=40$ lb$.$

$$

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

$$

A horizontal surface on which a person is sitting. A positively sloped member ABCD is placed on the horizontal base. The negatively sloped member GFCE is placed on the horizontal base. Pin C is common for both members. A horizontal bar BF is connected between pin B and F$.$ A vertical arrow labeled $60$ pounds is pointing down towards point E$.$ A vertical arrow of labeled F subscript D is pointing down towards point D$.$ Horizontal distance between point A and pin C is $4$ inches. The horizontal distance between pin C and Point G is $4$ inches. The vertical distance between point D and pin C is $8$ inches. The vertical distance between pin C and pin F is $5$ inches. The vertical distance between pin F and point G is $3$ inches.

$$

Determine the force supported by members ABCD,$$ECFG$,$ and BF$.$ Neglect friction at points A and G$.($Include a minus sign if necessary.$)$

$$

The force supported by members ABCD,$$ECFG$,$ and BF is as follows:

$$

Gy $=$ lb

$$

Ay $=$ lb$$

$$

Bx $=$ lb$($Round the final answer to one decimal place.$)$

$$

Cx $=$ lb$($Round the final answer to one decimal place.$)$

$$

Cy $=$ lb