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finding the range of a quadractic function f(x)=-7(x-3)^2-6
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what does the negative tell us about the shape of the graph? this is in vertex form, what does the vertex tell us about the range of a quadratic?
negative would mean facing down
right, and what is the vertex?
the -6????
oppps -b/2(a)
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right, that is the "top of the hill" so the greatest it gets is -6
so the range is \(y\le -6\)
do you understand?
if we knew it was facing up, then it would be \(y\ge -6\)
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