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  2. Disproof by counterexample is opposite procedure than proving the statement is true. Whenever we try to prove a statement is true, we look generally to and develop logic to show it true. But whenever we are going to disproof any statement, we need just a single example, which shows that the given example is not true.
    alevelmaths.co.uk/pure-maths/proof/disproof-by-co…
    When trying to prove a statement is false, it is enough to find one example for which the statement does not hold true. This is called disproof by counter-example. Often it can be a question of trial and error until a counter-example is found.
    mathspanda.com/ASMa/Lessons/Disproof_by_cou…
    Disproof by counterexample is when we find one or more cases that demonstrate that a conjecture is incorrect. This is different to the rest of our proofs, as this is the only one that directly disproves a statement.
    www.studysmarter.co.uk/explanations/math/pure-m…
    (Disproof by Counterexample) To disprove the universal statement means to find an x such that ∀x, P (x) → Q(x) P (x) is true, but Q(x) is false. In notation, ∃x, P (x)∧ ∼ Q(x). We call such an x a counterexample.
    faculty.up.edu/wootton/Discrete/Section3.1.pdf
    Disproof by counterexample is the mathematical technique whereby a statement is shown to be false by finding a single example that contradicts the statement. For example, the statement all prime numbers are odd is immediately proved false by the fact that 2 is a prime number and is also even.
    abalulueducation.co.uk/a-level/maths/disproof-by-c…
     
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