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What is the completed-square form of \[x^2-6x+13\]?

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Question

What is the completed-square form of \[x^2-6x+13\]?

Options

  • \[(x-6)^2+13\]

  • \[(x+3)^2+4\]

  • \[(x-3)^2+4\]

  • \[(x-3)^2-4\]

MCQ
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Solution

Add and subtract \[3^2\] to complete the square: \[x^2-6x+3^2-3^2+13\]. This simplifies to \[(x-3)^2+4\].

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