Can someone do the following question AND SHOW ALL WORK! Complete the square: y=x^2-11x+1
When you're completing the square, you're trying to attain a new c-value that will turn your given equation into a quadratic equation that is factorable.
\[f(x) = x^2 -11x +1\] group the x terms together and creae a quadratic inside the parenthesis by : \(c = (b/2)^2\)\[f(x) = (x^2 -11x) +1\]\[f(x) = \left(x^2 -11x +\frac{121}{4}\right) + 1 -\frac{121}{4}\]?Because we want to keep the intact, we have to add and subtract out values in a manner that will not change our original function. That is why if we found our new \(c\) value, we must also subtract by it accordingly. Now simplify. \[f(x) = \left(x-\frac{11}{2}\right)^2 -\frac{117}{4}\] That is your factored form using completing the square :)
pfftt, only a sucker would "show all work" so you can copy it and claim you did it.
Lmao -.-
i would rather show the concept to the fool and let him figure his life out early
Not if they add this at the bottom \[\tiny Jhannybean\]
How did you do that!
they should include a citation that the solution were provided by somebody else
\tiny Anyone know how to make piecewise functions
stop plagiarism and cheating
LMFAO!! My favorite type of question, the one that basically screams " I'm cheating on my homework or test " |dw:1417753379884:dw|
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