GMAT Quantitative Reasoning › DSQ: Calculating the perimeter of a polygon
You are given a regular hexagon and a regular pentagon. Which one has the greater perimeter?
Statement 1: The hexagon and the pentagon have the same area
Statement 2: The apothem of the hexagon is greater than that of the pentagon
Given a regular hexagon and a regular octagon, which, if either, has the greater perimeter?
Statement 1: The sidelength of the octagon is one foot.
Statement 2: The sidelength of the hexagon is fifteen inches.
Consider regular decagon .
I) Side is 56 inches long.
II) Side plus Side
is equivalent to 112 inches.
Find the perimeter of .
Consider pentagon .
I) Side has the same length as side
, 5 inches.
II) Side is one-third the length of side
, and sides
and
have the same length as side
.
What is the perimeter of ?
Note: Figure NOT drawn to scale. All angles shown are right angles.
What is the perimeter of the above figure?
Statement 1:
Statement 2: