Medal will be awarded
Let f(x) = 4x – 32 and g(x) = 4x.

Part 1 [4 points] What is (f ◦ g)(x) ?
Part 2 [2 points] Use complete sentences to describe the method you used to solve this problem.

Question

Medal will be awarded
Let f(x) = 4x – 32 and g(x) = 4x. 

Part 1 [4 points] What is (f ◦ g)(x) ? 
Part 2 [2 points] Use complete sentences to describe the method you used to solve this problem.

anonymous · Answer

first off, when you do one of these step number one is to get rid of the little circle

anonymous · Answer

$$f\circ g(x)=f(g(x))$$ that is always step one

marissalovescats · Answer

If you are trying to fine f(g(x)) Then you just plug the g equation into the x of the f equation.

marissalovescats · Answer

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then you just solve for x

anonymous · Answer

step two is to replace the general $g(x)$ by the specific one that you have
in this case step two would be 
$$f(4x)$$ because in this example $g(x)=4x$

anonymous · Answer

step three is replace the $x$ in $f(x)$ by whatever is in the parentheses
in this example it is 
$$f(4x)=4\times 4x-32$$

anonymous · Answer

and finally step 4 is to write whatever you get in standard form, 
here it would be $16x-32$ which is probably what @marissalovescats  meant when she said "solve for $x$" but it is not really solving for $x$, it is just rewriting

marissalovescats · Answer

Yup^^

anonymous · Answer

and those are almost complete sentences

loser66 · Answer

got it?

magbak · Answer

No actually they answered the question but I got lost in the middle again.

loser66 · Answer

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