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Φ:(1/tan)3/4=37°

                a = (1/tan)  8/5 =5

                Cz = C(cos a)

                Cx = C(cos a)(cosφ)


                Cy = C(cos a)(sinφ)




                ∑ = 0

                ∑fz = C(sin 58) + B

                ∑fy = C(cos 58)(cos 37) = 0

                ∑fz = 2C(cos 58)= 40

                C = 25,6N


                B = 25,6N




                ∑fx = C(cos58)(sin37) + C(cos 58)(sin37) – D= 0

                D = 2C(cos58)(sin 37)

                D = 2(25,6)(cos 58)(sin 37)

                D=15 N
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