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for y=x^2-10 do the following A) Sketch a graph of the equation B) Identify the vertex C)Compare the graph of y=f(x) to the graph of y=x^2 (state any transformations used)
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First, does the graph open up or down?
up?
O wait no - 10 so down right?
No, now when you look for whether the graph opens up or down you're looking at the "quadratic term". The quadratic term dominates everything else. The quadratic term is the (x^2) one.
ok
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So is the quadratic term positive or negative?
positive
Excellent, so the parabola opens up. Now here, look at what happens when x is 0. What is y?
-10? Sorry not verygood at this
No you got it. So y is -10 when x is 0. And the graph opens up. |dw:1348357613832:dw|
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