For the following functions, f and g, determine (a) f(g(x)) (b) g(f(x)) If f(x)= 7x+4 and g(x)-10x+6 , then (a) f(g(x)) (b) g(f(x))

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For the following functions, f and g, determine (a) f(g(x)) (b) g(f(x)) If f(x)= 7x+4 and g(x)-10x+6 , then (a) f(g(x)) (b) g(f(x))

Calculus1
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help :(
it is \(g(x)=10x+6\) ?
-10x + 6

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Other answers:

ok
would you be able to help me with this problem?
\[f(g(x))=f(-10x+6)=7(-10x+6)+4\] then some algebra to clean up the answer
you got this?
oh so basically we plug them in together equaling to each other?
oh no not equal to each other
okay from the basic algebra how do we find f(g(x))?
look at the steps i wrote first i wrote \(f(g(x))\) then i replaced \(g(x)\) by your \(g(x)\) namely \(-10x+7\)
so I got this: -70X + 46 = -70X-40
then evaluate the function \(f\) replacing \(x\) by \(-10x+7\)
there is no equation to solve here
-10x+6
the solution is \[f(g(x))=f(-10x+6)=7(-10x+6)+4=-70x+42+4=-70x+46\]
right... -70x + ......
I did the exact same thing. Am i missing something here?
-70x +46 ....right

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