costained in the file trlangle, Py and determiet the eutput preduced on sists the lines of cose. import triangle t= triangle. Triang1 o f) print(t.getDase ( j) Uowistinjall sLouejal triangle . Friangl e () print(t,area ()) a import triangle t= triangle. Triang1 e(4) print (t,getBase f 3) I impert triangle t - triangle, Triang le () t, setheight (5) print(t,getHeig he()) = import triang1e t= triangle Triangle (4,5) print(t, area()) Question 3: Determine the output of the code where the code uses the following classes: class RegularPolygon: def_init_(self, side=1): self._side = side class Square (RegularPo lygon): def area (self, side): return side * side class Equilateraltriangle (Regu larpolygon): def area (self, side) : return side * side * 0.433 1. sq = Square () print (sq.ar ea (2)) 2.et = Equilateraltriangl e () print (et.area (1)) 1. sq = Square() et = EquilateralTriang le() print (et.area (sq. area (2))) 4. sq = Square() et = EquilateralTriang le() print(sq.area (et. area (2))) Question 4: What is the output of the following program? def main(): r= Rectangle (2,3) print("The (0) has area (1:, , 2f \} . ". format ( r, name (), r. area ())) class Shape: def_init_(self, width=1, height=1): self._width= width self. height = height def setwidth (self, width) : self, width = width de f setheight (self, height) : self._height = height class Rectangle (Sh ape): def name (self): return "rectangle" def area (self): return (self._width * self,_height) main() Question 5: Assume that the code shown below is contained in the file point. Py. class Point: def_init_(self, x,y) : self._x =x self. y=y def distanceFromorigin(self): return (self., 2+ self., y 2) .5 1. Point in Plane Write a program that requests the coordinates of a point as input and then displays the distance of the point from the origin