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in?
if f(x)= 1/x & g(x)= 2x, Which of the following statement is true? A)(fog)(1)=2 B)(fog)(0)=3 C)(fog)(2)=1/4 D)(gof)(-2)=7
|dw:1355111236995:dw|

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|dw:1355111283159:dw|
|dw:1355111302670:dw|
....
Sorry.
f o g means f(g(x)) in other words it's saying f of some value x of g(x) .
just put it g(x) as x into f(x)
|dw:1355111495183:dw|
That's an example.
Basically you substitute in one function inside of the other.
now just apply same concept to your question
fog means f(g(x)) meaning you substitute g(x) wherever there is an x.
similarly gof means g(f(x)) so substitute f(x) anywhere there is an x at.
So we are given, |dw:1355111651185:dw|
Do you understand? @Katieann16
|dw:1355111885222:dw|
These guys have given you a good explanation as of how to get to the answer, but just in case you're still confused about what (f o g)(x) should look like, here you go. \[\large f(x)=\frac{1}{x}, \qquad g(x)=2x\]\[\large f(g(x))\quad = \quad f(2x) \quad = \quad \frac{1}{2x}\]

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