DSQ: Calculating the area of a rectangle
Practice Questions
GMAT Quantitative Reasoning › DSQ: Calculating the area of a rectangle
Rectangle 
Statement 1; The circle has area 
Statement 2:
Give the area of a given rectangle.
Statement 1: The perimeter of the rectangle is 10.
Statement 2: All sides of the rectangle have a length equal to a prime integer.
Rectangle 
Statement 1: The circle has area 77.
Statement 2: The rectangle is a square.
Give the area of a given rectangle.
Statement 1: The perimeter of the rectangle is 36.
Statement 2: All sides of the rectangle have a length equal to an odd prime integer.
A rectangle has vertices 
where
Of the four quadrants, which one includes the greatest portion of the rectangle?
Statement 1:
Statement 2:
What is the area of a rectangle?
Statement 1: The length of its diagonal is 25.
Statement 2: The diagonal and either of its longer sides form a 
Data sufficiency question- do not actually solve the question
Does the square or rectangle have a greater area?
1. The perimeter of both the square and rectangle are equal.
2. The rectangle does not have four equal sides.