Timer
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Your Answer
A
B
C
D
E
Global Stats
A. \(\dfrac12\)
B. \(\dfrac59\)
C. \(\dfrac7{12}\)
D. \(\dfrac35\)
E. \(\dfrac58\)
Answer: E
Source: Princeton Review
The figure above shows four adjacent small squares, forming one large square. The vertices of square \(RSTU\) are midpoints of the sides of the small squares. What is the ratio of the area of \(RSTU\) to the area of the large outer square?
A. \(\dfrac12\)
B. \(\dfrac59\)
C. \(\dfrac7{12}\)
D. \(\dfrac35\)
E. \(\dfrac58\)
Answer: E
Source: Princeton Review
