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What transformations change the graph of f(x) to the graph of g(x)? f(x)=2x g(x)=6x-3 I think you have to plug something in but I'm a bit confused...
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\[h(x)=3x-3\] Then you do the composition, \[h(f(x))=3(2x)-3=6x-3=g(x)\]
Where did you get h? I'm confused.
Well, by inspection, you can see, \[g(x)=6x-3=3(2x)-3\]And from this point you can deduce it must be composition.
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