\"\"

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The system of equations are \"\" and  \"\".

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\"\" Equation (1)

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\"\"       Equation (2)

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Solve the first equation for v.

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Apply division property of equality: Divide each side by 3.

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\"\" (\"\")

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\"\"                     (Cancel common terms)

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\"\"

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Apply subtraction property of equality: Subtract 2u from each side.

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\"\"

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Rearrange the terms using commutative property of addition: a + b = b + a.

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\"\"

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\"\" (Apply additive inverse property: \"\")

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\"\"       (Apply additive identity property: \"\")\"\"

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Substitute \"\" in \"\".

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\"\"

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Distribute terms using distributive property: a( b \"\" c ) = ab \"\" ac.

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\"\"

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\"\" (Multiply: \"\")

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\"\"         (Add: \"\")\"\"\"\" (Subtract 25 from each side)

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\"\"(Apply additive inverse property: \"\")

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\"\"      (Apply additive identity property: \"\")

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\"\"        (Subtract: \"\")\"\"

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Apply division property of equality: Divide each side by 18.

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\"\"

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\"\"                    (Cancel common terms)\"\"

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Now, find the v value by substituting  \"\" in \"\".

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\"\"

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\"\"               (Multiply: \"\")

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\"\"                 (Subtract: \"\")\"\"

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The system of solution is \"\".