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+clc
+clear
+mprintf('Mechanical vibrations by G.K.Grover\n Example 1.6.1\n')
+//given data
+//case 1
+//a complex number is represented as Z=X+j*Y where j is imaginary
+//V=3 +j*7
+x1=3
+y1=7
+//calculations
+r1=sqrt(x1^2+y1^2)
+ if (y1/x1)>0 then theta1=atan(y1/x1)
+ else theta1=%pi-atan(abs(y1/x1))
+ end
+theta1=atan(y1/x1)
+//case 2
+//V=-5 +j*4
+x2=-5
+y2=4
+//calculations
+r2=sqrt(x2^2+y2^2)
+ if (y2/x2)>0 then theta1=atan(y2/x2)
+ else theta2=%pi-atan(abs(y2/x2))
+ end
+//output
+mprintf('case(i) V=3+j*7 is represented as V=%3.3f*e^(j*(%3.3f))\ncase(ii) V=-5+j*4 is represented as V=%3.3f*e^(j*(%3.3f))',r1,theta1,r2,theta2)