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Direct Proof

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So how do you write and structure a direct proof? Such a good question, and one you're going to learn all about in today's discrete math lesson. Let's get

Direct Proof Examples

Use the method of direct proof to prove the following statements. Suppose x and y are positive real numbers. If x<y, then x^2<y^2. | Numerade

Use the method of direct proof to prove the following statements. Suppose x and y are positive real numbers. If x<y, then x^2<y^2. | Numerade

$SOLVED:Use the method of direct proof to prove the following statements. If a is an integer and a^2 |a, then a ∈{-1,0,1}.$

SOLVED:Use the method of direct proof to prove the following statements. If a is an integer and a^2 |a, then a ∈{-1,0,1}.

$Direct proof of f^{-1}(f(A))=A implies f injective (part 2 of 2)$

Direct proof of f^{-1}(f(A))=A implies f injective (part 2 of 2)

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