Question

the tables represent the functions f(x) and g(x).
which input value produces the same output value for
the two functions?

x	f(x)		x	g(x)
-3	-5		-3	-13
-2	-3		-2	-9
-1	-1		-1	-5
0	1		0	-1
1	3		1	3
2	5		2	7

\\(\circ\\) \\(x = -3\\)
\\(\circ\\) \\(x = -1\\)
\\(\circ\\) \\(x = 0\\)
\\(\circ\\) \\(x = 1\\)

Explanation:

Step1: Check x = -3

For \( f(-3) \), from the table, \( f(-3) = -5 \). For \( g(-3) \), \( g(-3) = -13 \). Not equal.

Step2: Check x = -1

For \( f(-1) \), \( f(-1) = -1 \). For \( g(-1) \), \( g(-1) = -5 \). Not equal.

Step3: Check x = 0

For \( f(0) \), \( f(0) = 1 \). For \( g(0) \), \( g(0) = -1 \). Not equal.

Step4: Check x = 1

For \( f(1) \), \( f(1) = 3 \). For \( g(1) \), \( g(1) = 3 \). Equal.

Answer:

\( x = 1 \)