Quadratic Inequalities Answers

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1
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Determine the solution for.

Question illustration
A
[–7, 4]
Option A
B
[–4, 7]
Option B
C
[image 1] or [image 2]
Option C
D
[image 1] or [image 2]
Option D
3

{x | x = 6} {x | –6 x < 6}{ }{ and }

A
{x | x = 6}
Option A
B
{x | –6 x < 6}
Option B
C
{ }
Option C
D
{ [image 1] and [image 2] }
Option D
E
Option
Option E
4

all real numbers✔ the empty setx = 2 or x = 4x = –2 or x = 4

A
all real numbers
B
✔ the empty set
C
x = 2 or x = 4
D
x = –2 or x = 4
5

–8, –6, –4–10, –6, 0 –6, 0, 6–6, 0, 10

A
–8, –6, –4
B
–10, –6, 0
C
–6, 0, 6
D
–6, 0, 10
6

Choose the graph of y < –x2 + 4x + 5.

A
Option
Option A
B
Option
Option B
C
Option
Option C
D
Option
Option D
7

Question text not available

A
Option
Option A
B
Option
Option B
C
Option
Option C
D
Option
Option D
8

Question text not available

Answer:

Graph the solid, downward-opening parabola y = −x² + 2x, with vertex (1, 1) and roots 0 and 2. Test a point not on the boundary, then shade below the parabola, inside its arms.

9

In your description, did you

A
graph the parabola opening down with the vertex at (1, 1)?
B
factor the quadratic as y –1(x)(x – 2)?
Option B
C
find the roots of the parabola to be 0 and 2?
D
graph the parabola with a solid boundary line?
E
test a point that is not on the boundary?
F
shade inside the parabola?
12

Select the inequality that represents the problem.

A
x2 – 3 x – 81 0
Option A
B
x2 – 3 x – 27 0
Option B
C
x2 – 12 x – 27 0
Option C
D
x2 – 12 x 0
Option D

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