Problem
Solution
For this case we analyze one by one the optiosn
J=(5,1) K= (-2,-3) L= (-4,1)
1) A translation two units to the right and 2 down gives to us:
J' = (7,-1) K'= (0, -5) L'=(-2, -1)
But is congruent
2) A counterclockwise rotation 180ª around the origin
The new coordinates are (-x,-y)
J' =(-5,-1) , K'=(2,3), L'=(4,.1)
But is congruent
3) A reflecyion over the x axis
Is congruent since all the sides remain equal
4) A dilation with a scale factor of 2 and centered at the origin
This ons is the correct choice since when we apply a dilation all the sides of the triangle expands