1. Which statement below is not one of the Axioms of Equality?

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• a) a=a

• b) if a=b, then b=a

• c) if a=b and b=c, then a=c

• d) if a>b, then b<a

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2. Prove Euclid's Common Notion One, using Symmetry of Equality and Transitivity of Equality.

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You may prove it by proving "if a=b and c=b, then a=c.

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3. Simplify the equation below and solve it for v:

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4. Prove that Addition is not Distributive over Multiplication.  To do this, prove that the following equality is false:

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a+(b*c) = (a+b)*(a+c)

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5. 

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Algebra Answers

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Mockingbird Academy - Algebra

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