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Algebra
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X^2-10x+c
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I think the question is: find the value of C to complete the square! Am I right?
Yes
\[(x-5)^2+c-25\]
To complete the square, you need to check that first, please!
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If you're trying to make x^2-10x+c into a perfect square trinomial To find the value of c, divide the middle coefficient by 2 and square it. Do note that this only works if the coefficient in front of x^2 is 1. Remember that the form for a perfect square trinomial is a^2 + 2ab + b^2 and that this can be factored to (a+b)^2.
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