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If the side lengths of a triangle are measured in centimeters and the measure of each of the side is a distinct prime number, then the area of the triangle (in \(\text{cm}^2\)) with the least perimeter will be between:
[Note: \(\sqrt2 = 1.414\) and \(\sqrt3 = 1.732\)]
A. 5 and 6
B. 6 and 7
C. 7 and 8
D. 8 and 9
E. 9 and 10
Answer: B
Source: e-GMAT
[Note: \(\sqrt2 = 1.414\) and \(\sqrt3 = 1.732\)]
A. 5 and 6
B. 6 and 7
C. 7 and 8
D. 8 and 9
E. 9 and 10
Answer: B
Source: e-GMAT
