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In Exercises 7-12, match the quadratic function with its graph. [The graphs are labeled (a), (b), (c), (d), (e), and (f).]

$ f(x) = 4 - (x - 2)^2 $

f

Algebra

Chapter 2

Polynomial and Rational Functions

Section 1

Quadratic Functions and Models

Quadratic Functions

Complex Numbers

Polynomials

Rational Functions

Campbell University

Baylor University

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In Exercises 7-12, match t…

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so photograph this function here. Let's start off with the graph of X square. So if we take the graph of X squared, that's just our usual proble there. So it's a rough sketch. And then the next thing to do would be to subtract two from the eggs that'LL shift you over two units to the right. And next thing you see is this negative sign out in the front. So that reflects the graph around about the X axis. So here, Sorry, I'm going back to the previous graft that should have looked. So this was now the next step is to put a negative on that graph that'LL reflect a graph about the X axis and then finally, our graph, you just add force of this and adding for to a function shifts in upward by four units. So each of these points get shifted up by four. And I'll do a solid line here because this is our final graph. And if you look at your textbook, you see are the on ly graph that matches This one is the one that's labeled graph f

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