Help with composite functions?
2. How would you simply the composite fuction f(g(x))? Is f(x)g(x) rite?
3. Will f(g(x)) = g(f(x))? No rite?
Favorite Answer
2) no. A composite is not the same as a product of the functions. You can’t do much with simplifying unless you know what the funtions are.
3) f(g(x)) = g(f(x)) is true only for inverse funtions such as f(x)=x² and g(x)=√x, then the composites each way both come out x. But in general they are not equal.
2. i think f(x)g(x) means multiply f and g. how about you say
(f o g)(x) just to make sure.
3. no. im sure it is possible, but i think you have to have a certain equation for both g and f. so no, it will not.
Please Excuse My Dear Aunt Sally..
Parenthases
Exponets
Multiplication
Division
Addition
Subtraction
2…I’m unsure, will have to figure it out
3…is correct
example
F=2
G=3
X=4
F(G(X))
2(3(4))
3×4=12
2×12=24
G(F(X))
3(2(4))
2×4=8
3×8=24
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