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What happens to the graph of f(x)=x^2 if you change the k value to 1? A. The graph shifts down one unit. B.The graph shifts up one unit. C. The graph shifts left one unit. D.The graph shifts right one unit. (quadratic equations in vertex form)
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As in F(x)x^2+k?
first write the function in full form
f(x) = x^2+k
What ever it is, you can do this by messing around yourself, plug in random values and add a 1 into where ever the k is and see what you observer.
observe* I can never spell on here
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the "k" in (h, k) is the y distance in the graph that refers to the maximum or minimum height of the function
she has absolutely no clue as to what we are talking about
\[\huge\rm |dw:1424327029985:dw|y = a (x - h ) + k \]
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