Hello, can somebody please help me with this question?
f(x) = 4sin(x) + 6
g(x) = 3x + 5
Maximize ( f ° g ) (x)
( f ° g) (x ) = 4 sin ( 3x + 5) + 6
Note that the maximum value of sine = 1
So......the max value of (f ° g) (x) =
4 (1) + 6 =
Note that g(x) doesn't really matter.....it's a "red herring"
Hello and thanks for your response. I have one question though.
f(x)=4sinx+6 not sin4x+6 wouldn't that make a difference?