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+clear
+//variable declaration
+
+L=(600) //compound bar of length,mm
+P=(60) //compound bar when axial tensile force ,KN
+
+Aa=(40*20) //area of aluminium strip,mm^2
+As=(60*15) //area of steel strip,mm^2
+
+Ea=1*100000 // elastic modulus of aluminium,N/mm^2
+Es=2*100000 // elastic modulus of steel,N/mm^2
+
+//load shared by aluminium strip be Pa and that shared by steel be Ps. Then from equilibrium condition Pa+Ps=P
+//From compatibility condition, deltaAL=deltaS
+Pa=(P*1000)/(1+((As*Es)/(Aa*Ea)))
+Ps=Pa*((As*Es)/(Aa*Ea))
+
+Sias=Pa/Aa
+printf("\n Stress in aluminium strip= %0.2f N/mm^2",Sias)
+Siss=Ps/As
+printf("\n Stress in steel strip= %0.2f N/mm^2",Siss)
+
+L=600
+//Extension of the compound bar
+deltal=(Pa*L)/(Aa*Ea)
+printf("\n Extension of the compound bar= %0.3f mm",deltal)