If f(x) = 2x + 3 and g(x) = x2 + 1, find f(g(3))
Find \(g(3)\). Then use that as \(x\) in \(f(x)\)
can u pls just type the answer pls its timed and i have 45 sec left pls
Can't help you with a test. Just do the work!
its not a test its a pre amatory
Whataever it is, the goal is to measure YOUR knowledge and skill, not mine.
omg cmon pls is it 90?
there is 23, 47, 82, 90 i think its 47?
What is \((3)^2=\) Now add 1 to that, what do you get? That is \(g(3)\)
3^2 is 9 and plus one is 10
Good! Now what is \(f((10)=2(10)+3=\)
ok so the answer is 23 ?
You tell me
well i think so cuz 20 times 2 is 20 plus 3 is 23
Very good. That is correct. Wasn't so hard, was it?
not really man thxs :) ARE U A TEACHER?
The key thing to realize here is that x doesn't always mean the same thing. Think of the function as a recipe.
I'm an engineer, but I enjoy showing people what they can do if they are willing to try :-)
So the problem could really be thought of like this: \[a=g(x)\]\[f(a)\]
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