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+clear
+//
+
+//variable declaration
+P1=5.0 //Inclined at 45° down Loading at 3m distance from A,KN
+P2=10.0 //Inclined at 45° down Loading at 2m distance from A,KN
+P3=10.0 //Inclined at 45° down Loading at 1m distance from A,KN
+P4=5.0 //Inclined at 45° down Loading A,KN
+P8=5.0 //Inclined at 45° UP Loading at 3m distance from A,KN
+P7=10.0 //Inclined at 45° UP Loading at 2m distance from A,KN
+P6=10.0 //Inclined at 45° UP Loading at 1m distance from A,KN
+P5=5.0 //Inclined at 45° UP Loading A,KN
+a=1.0
+
+theta=45.0*%pi/180.0
+//The roof is inclined at 45° to horizontal and loads are at 90° to the roof. Hence, the loads are also inclined at 45° to vertical/horizontal.
+
+//assume Resulat R at distance d from A,
+//sum of vertical Fy & sum of horizontal forces Fx is zero
+//Assume direction of Fx is right
+//Assume direction of Fy is up
+Rx=(P1+P2+P3+P4+P5+P6+P7+P8)*cos(theta)
+Ry=-(P1+P2+P3+P4)*sin(theta)+(P5+P6+P7+P8)*sin(theta)
+
+printf("\n R= %0.3f KN",Rx)
+//and its direction is horizontal
+//Let R be at a distance d from the ridge A
+//moment at A
+d=((P1*3*cos(theta)*a+P2*cos(theta)*2*a+P3*cos(theta)*a)*2)/(Rx)
+
+printf("\n d= %0.1f m \n Resultant is a horizontal force of magnitude %0.3f at %0.1f m below A.",d,Rx,d)