Update TriangleADT.py

Tutorials/T04-A2Example/src/TriangleADT.py

@@ -24,16 +24,15 @@ class Triangle:
     #  @return The sides of the triangle
     def sides(self):
         seq = [0,0,0]
-        self.seq[0] = self.__a.dist(self.__b)
-        self.seq[1] = self.__a.dist(self.__c)
-        self.seq[2] = self.__b.dist(self.__c)
+        seq[0] = self.__a.dist(self.__b)
+        seq[1] = self.__a.dist(self.__c)
+        seq[2] = self.__b.dist(self.__c)
         return seq;
 
     ## @brief Inequality theorem
     #  @return the existence of a triangle
     def inequality_theorem(self):
-        seq = self.sides()
-        if (self.seq[0] +self.seq[1] > self.seq[2] and self.seq[0]+self.seq[2] > self.seq[1] and self.seq[1]+self.seq[2] >self.seq[1]):
+        if (self.sides()[0] +self.sides()[1] > self.sides()[2] and self.sides()[0]+self.sides()[2] > self.sides()[1] and self.sides()[1]+self.sides()[2] >self.sides()[1]):
             return True;
         elif (self.__a.xcoord()==self.__b.xcoord()==self.__c.xcoord() or self.__a.ycoord()==self.__b.ycoord()==self.__c.ycoord()):
             return False;
@@ -43,19 +42,17 @@ class Triangle:
     ## @brief perimeter
     #  @return the perimeter of the triangle
     def perimeter_of_triangle(self):
-        seq = self.sides()
         if self.inequality_theorem():
-            return self.seq[0]+self.seq[1]+self.seq[2]
+            return self.sides()[0]+self.sides()[1]+self.sides()[2]
         else:
             print("You can't have a triangle with the points")
 
     ## @brief area
     #  @return the area of the triangle
     def area_of_triangle(self):
-        seq = self.sides()
         if self.inequality_theorem():
-            P = (self.seq[0]+self.seq[1]+self.seq[2])/2
-            return sqrt(P*(P-self.seq[0])*(P-self.seq[1])*(P-self.seq[2]))
+            P = (self.sides()[0]+self.sides()[1]+self.sides()[2])/2
+            return sqrt(P*(P-self.sides()[0])*(P-self.sides()[1])*(P-self.sides()[2]))
         else:
             print("You can't have a triangle with the points")