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Problem 6.13 Disprove the following statement by finding a counterexample: ∀x, y, z ∈ R, if x > y then xz > yz. Pr...

Problem 6.13
Disprove the following statement by finding a counterexample: ∀x, y, z ∈ R,
if x > y then xz > yz.

Problem 6.14
Disprove the following statement by finding a counterexample: ∀x ∈ R, if
x > 0 then, 1 /( x+2) = (1/ x) + (1/2)

0 0
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Answer #1


6.13. To prove 0% disriove Suppose 21-^ thevn uDe Con Se.e en >( 근> y2 may or may Not be true. Hence, dispPoyed Suppose,Xe 2,

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