1-5 Solving Inequalities by Graphing

Functions f(x) and g(x) are graphed as shown. Function f is shown in green and function g is shown in red. For what values is:

f(x) > g(x)?

Functions f(x) and g(x) are graphed as shown. Function f is shown in green and function g is shown in red. For what values is:

g(x) > f(x)?

Functions f(x) and g(x) are graphed as shown. Function f is shown in green and function g is shown in red. For what values is:

f(x) > g(x)?

• x < 2

• x > 2

• x < 4

• x > 4

Functions f(x) and g(x) are graphed as shown. Function f is shown in green and function g is shown in red. For what values is:

f(x) < g(x)?

• x < 2

• x > 2

• x < 4

• x > 4

In the graph shown, f(x) is the parabola in green and g(x) is the red line. Which highlighted color section(s) show solutions to the inequality:

f(x) < g(x) ?

• blue

• yellow and purple (or pink)

• yellow

• purple/pink

In the graph shown, f(x) is the parabola in green and g(x) is the red line. Which highlighted color section(s) show solutions to the inequality:

f(x) > g(x) ?

• blue

• yellow and purple (or pink)

• yellow

• purple/pink

In the graph shown, f(x) is the red absolute value function and g(x) is the blue linear function. Which interval is the solution set of:

f(x) < g(x) ?

• 0 < x < 2

• 0 < x < 4

• x < 2

In the graph shown, f(x) is the red absolute value function and g(x) is the blue linear function. Which interval is the solution set of:

f(x) > g(x) ?

• 0 < x < 2

• 0 < x < 4

• x < 2

• [1, 5]

• [1, 5]