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26 April, 00:29

Which of these expressions is equivalent to m^2 - n^2 - 14n - 49?

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  1. 26 April, 00:32
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    n = m - 7 or n = - m - 7

    Step-by-step explanation:

    Solve for n:

    m^2 - (n + 7) ^2 = 0

    The left hand side factors into a product with two terms:

    (-7 + m - n) (7 + m + n) = 0

    Split into two equations:

    -7 + m - n = 0 or 7 + m + n = 0

    Subtract m - 7 from both sides:

    -n = 7 - m or 7 + m + n = 0

    Multiply both sides by - 1:

    n = m - 7 or 7 + m + n = 0

    Subtract m + 7 from both sides:

    Answer: n = m - 7 or n = - m - 7
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