Let f(x) = −4x 7 and g(x) = 10x − 6. find f(g( (1 point)−40x 24 −40x 31 −40x 64 −40x 70

Further explanation

This is a question about the composition of functions. Composition of functions is when one function is inside of another function. If we are given two functions, it is possible to generate or produce a new function by arranging one to another.

The order in function composition is so important. We always compose functions from right to left. Therefore, its input is consistently the one to its right side. Put differently, the right function goes inside the left function.

Let's look at these:

Given

Find

Replace each appearance of x in f(x) with as input.

Simplify the proper answer by distributing and combining like terms. Multiply -4 into parentheses.

Thus,

Extra question:

From the same problem, solve for

Replace the variable x in f (g (x)) with -1.

Hence,

Keywords: composition of function, a new function, the value, the f function is inside of the g, produce, compose, right to left

-40x+31

Step-by-step explanation:

sub 10x − 6(which is g(x)) into the x of −4x +7(which is f((x))

-4(10x − 6) +7

-40+24+7

-40x+31

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step-by-step explanation: