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Transitive Property of Inequality Calculator

Enter real numbers A, B and C.

The transitive property of inequality states that for any given real numbers A, B and C.

Algebra rules for transitive inequalities are as follows:

If a < b and b < c , then a &tl; c.

If a ≤ b and b ≤ c , then a ≤ c.

If a > b and b > c , then a > c.

If a ≥ b and b ≥ c , then a ≥ c.

Examples

Find the transitive property of inequality states for real numbers 45, 4 and 3.

Transitivity of inequality states:

If a > b and b > c; then a > c

45 > 3

This satisfies the transitivity of inequalities.