Mathematics, 11.10.2021 04:20 kaitlynn73

Determine which property/principle justifies the statement : -2/3 (-5/4 + 5) = (-2/3 -5/4) + (-2/3 5 ) A. Multiplication property of Equality
B. Multiplication Property of Inequality
C. Associative Property
D. Distributive Property

If 2x = 3y, then 3y = 2x

A. reflexive property
B. symmetric property
C. transitive property
D. identity property

If 3x = x -5, then 2x = -5

A. Substitution Principle
B. Addition Property of Inequality
C. Addition Property of Equality
D. Symmetric Property

If Yani is taller than Sarah and Sarah is taller than Rose, then Yani is taller than Rose.

A. Reflexive Property
B. transitive Property of Equality
C. Transitive Property of Inequality
D. Addition Property of Inequality

3* x * y * z = z * 3 * x * y

A. Reflexive Property
B. Symmetric Property
C. Commutative Property
D. Multiplication property of Equality

If a < 8, then a ≠ 8.

A. Substitution Principle
B. Trichotomy Principle
C. Reflexive Property
D. Transitive Property of Inequality

If 4 < 8 then 12 < 24

A. Addition Property of Inequality
B. Addition Property of Equality
C. Multiplication property of equality
D. Multiplication property of inequality

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Determine which property/principle justifies the statement : -2/3 (-5/4 + 5) = (-2/3 *-5/4) + (-2/3...

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