The answer of the above question is letter C. proof by contradiction. It is a kind of proving wright here the proof does not assistance the reverse assumption crediting the original statement as true. This proof can also be referred as "reductio ad absurdum" which are Latin word for "decreased to an absurdity"

Step-by-step explanation:

A proof by contradiction claims the reality of a given statement by the assuming that it is false and also adhering to by finding a conclusion that is inconsistent to the provided proposition that is proven to be true.

You are watching: Which term best describes a proof in which you assume the opposite

Hence, the term finest defines a proof in which we assume the opposite of what we want to prove is "Proof by contradiction ".

Step-by-action explanation:

In contradictory statement , we basically describes a proof by assuming oppowebsite of what we want to prove .

For instance :

Prove that is irrational .

Equipment :

We will certainly prove this by contradiction .

Let if possible is rational .

wright here p and q are integers and coprime such that

On squaring both sides , we get

we acquire ,

p=2r

On squaring both sides, we get

So, 2 divides p and also q which is a contradiction to the reality that p and also are coprime .

Therefore, is irrational .

Indirect.Real-life example: A jury starts via the presumption that the defendant is not guilty. Evidence is introduced that contradicts that presumption.

It"s called the thinking by the absurd.

The Latin phrase is "reduction ad absurd um", interpretation reduction to absurdity. You assume the oppowebsite and display that logically it leads to a contradiction and therefore cannot be true.

Hope this helps.

A proof wright here you assume the opposite of what you want to prove is generally recognized as a CONTRADICTORY proof. I hope this answer helps you, and if it does feel cost-free to give me a price and a thanks :)
C. Proof by contrapositive
I honestly agree 100% it is C

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