By applying the concept of composition between two functions and utilizing the information given in the two tables, we find the following results: f ° g (0) = - 2, f ° g (x) = 1.
How to find the value of composition between two functions
Compositions are binary operators between two functions: f - Former function, g - Latter function.
f ° g (x)
Where the input of the former function is the output of the latter function. By a brief observation, we find the following relationships in accordance with the two tables:
Case I
f(x):
0 → 1
g(x):
1 → - 2
Case II
f(x):
1 → 0
g(x):
0 → 1
By applying the concept of composition between two functions and utilizing the information given in the two tables, we find the following results: f ° g (0) = - 2, f ° g (x) = 1.
To learn more on composition of functions: https://brainly.com/question/20379727
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