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A rectangle with sides 5 and 7 disproves 'all rectangles are squares'. It is a:

AConjecture
BCounterexample
CPostulate
DDefinition
Answer & Solution
Correct answer: B. Counterexample
1. The claim says every rectangle is a square. 2. One rectangle that is not a square contradicts it, so it is a counterexample. 3. It does not assume or prove anything, so the other terms fail. _Source: Wikipedia, "Counterexample" (rev ?), section "In mathematics"_
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