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In Fig. 6.6, the two quadrilaterals shown are not similar because  
Atheir corresponding sides are proportional, but corresponding angles are not equal
Btheir corresponding angles are equal, but corresponding sides are not in the same ratio
Cthey have different numbers of sides
Done has a larger area than the other
Answer & Solution
Correct answer: B. their corresponding angles are equal, but corresponding sides are not in the same ratio
The figures are a square and a rectangle. All corresponding angles are $90^\circ$, so the angles match, but the side ratios do not match: one is $3:3$ while the other is $3.5:3$. Hence they are not similar.
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