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+//finding magnitude and nature of forces
+//refer fig. 4.14(a)
+//considering equilibrium if entire truss
+//taking moment about L0
+R2=(200*6+200*12+150*18+100*24+100*30)/36 //kN
+R1=200+200+150+100+100-R2 //kN
+//consider equilibrium of right hand side of section (1)-(1)
+theta1=atand(1/6) //degree
+theta2=atand(6/8) //degree
+//taking moment about U4
+FL3L4=(-100*6+325*12)/8 //kN (tension)
+//taking moment about L3
+FU3U4=456.2 //kN (compression)
+FU4L3=(456.2*cosd(9.46)-412.5)/sind(36.87) //kN (tension)
+printf("The required forces are:-\nMember Force\nU3U4= %.2d kN (Compression)\nL3L4= %.2d kN (Tension)\nU4L3= %.2d kN (Tension)",FU3U4,FL3L4,FU4L3)
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