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A theorem from Euclid’s work relates to this particular lesson. The fact that any two lines intersect at exactly one point applies directly to systems of linear equations. Explain how this geometric theorem applies to the algebraic topic of systems of equations.

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Answer:

Tiles = greek philosopher who contributed to 5 theorems of elementry geometry

Elucid = regarded as the father of geometry

Hippocrates = a mathematician who compiled basic geometric facts, or elements, into a textbook

Pythagoras = greek geometrer who has a theorem named after him

Step-by-step explanation:

Answer:

The geometric theorem about intersecting lines applies to systems of linear equations because if a system of linear equations has a unique answer, it will be the point of intersection. That is, the point where the two lines intersect, the unique point, is the solution to the system. The point of intersection is the solution to the system of linear equations. The answer is the point of intersection. The solution is the x-value and y-value on both lines.

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