Respuesta :

F(x) = 3logx
G(x) = x^2+1

To find G[F(x)], we take F(x) (3logx) and plug it into G(x).

G[F(x)] = (3logx)^2+1 = 9(logx)^2 +1

Hope this helps!


The value of the given function will be G[F(x)] = 9(logx)² + 1

What is a function?

A function is defined as the expression that set up the relationship between the dependent variable and independent variable.

F(x)   =  3logx

G(x)   =  x²  +  1

To find G[F(x)], we take F(x) (3logx) and plug it into G(x).

G[F(x)]  =  (3logx)²  +  1   =   9(logx)²  +  1

Therefore the value of the given function will be G[F(x)] = 9(logx)² + 1

To know more about functions follow

https://brainly.com/question/2833285

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