Math  /  Algebra

QuestionPoints: 0 of 1
For the given function value, write a corresponding ordered pair. g(0)=47g(0)=-\frac{4}{7}
What is the corresponding ordered pair? \square (Type an ordered pair.)

Studdy Solution

STEP 1

1. The function g g is defined such that we can evaluate it at specific points.
2. The notation g(0) g(0) indicates the value of the function g g when the input is 0 0 .
3. The ordered pair for a function value g(x) g(x) is of the form (x,g(x))(x, g(x)).

STEP 2

1. Identify the input value x x for the function g g .
2. Identify the output value g(x) g(x) .
3. Write the ordered pair (x,g(x))(x, g(x)).

STEP 3

Identify the input value x x for the function g g .
Given: g(0) g(0) Thus, x=0 x = 0 .

STEP 4

Identify the output value g(x) g(x) .
Given: g(0)=47 g(0) = -\frac{4}{7} Thus, g(0)=47 g(0) = -\frac{4}{7} .

STEP 5

Write the ordered pair (x,g(x))(x, g(x)).
Since x=0 x = 0 and g(0)=47 g(0) = -\frac{4}{7} , the ordered pair is (0,47)(0, -\frac{4}{7}).
Solution: The corresponding ordered pair is (0,47)(0, -\frac{4}{7}).

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