Prove using deductive reasoning the following conjectures. If the conjecture is FALSE, give a counterexample. 1. Prove that the negative of any even integer is even. 2. Prove that the difference between an even integer and an odd integer is even. 3. Prove that the sum of three consecutive integers is always a multiple of 3. 4. Prove that the difference between the square of any odd integer and the integer itself is always an even integer. MWPrackice Set 5. Prove that the sum of a two digit number and its reversal is a multiple of 11.

Prove using deductive reasoning the following conjectures. If the conjecture is FALSE, give a counterexample. 1. Prove that the negative of any even integer is even. 2. Prove that the difference between an even integer and an odd integer is even. 3. Prove that the sum of three consecutive integers is always a multiple of 3. 4. Prove that the difference between the square of any odd integer and the integer itself is always an even integer. MWPrackice Set 5. Prove that the sum of a two digit number and its reversal is a multiple of 11.

Name: Prove using deductive reasoning the following conjectures. If the con
Uploaded: 2024-03-20T06:38:44.000Z
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Description: Prove using deductive reasoning the following conjectures. If the conjecture is FALSE, give acounterexample.1. Prove that the negative of any even integer is even.2. Prove that the difference between an even integer and an odd integer is even.3. Pro