The expression that gives the perimeter of △ XYZ is 130r. If the area of △ ABC is n square units, the area of △ XYZ is
square units.
Perimeter: Imagine stretching each side of △ABC by a factor of r, like inflating a balloon.
This blows up the original perimeter of 30+40+60 units into a grander 130r units
Area: But wait, there's more! Scaling up doesn't just extend the borders; it amplifies the interior too. Think of spreading a sheet of paint across the enlarged △XYZ. The area, originally n square units in △ABC, gets a
boost, ballooning to a spacious
square units!
Therefore, △XYZ boasts a majestic perimeter of 130r and an area where
reigns supreme.
Question:-
The sides of △ ABC are 30 units, 40 units, and 60 units long. The corresponding sides of △ XYZ are r times as long as the sides of △ ABC. The expression that gives the perimeter of △ XYZ is ____. If the area of △ ABC is n square units, the area of △ XYZ is _____ square units.