) u-v=6(u+v) u^2-v^2=6

Question

Вопрос

) u-v=6(u+v) u^2-v^2=6

Answer 1

To solve of equations, we can use substitution or elimination. Let's solve it using substitution. From the first equation, we can express $u$ in terms of $v$: $u - v = 6(u + v)$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6v$ $u - v = 6u + 6

Вопрос

) u-v=6(u+v) u^2-v^2=6

Решения

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