solving inequalities 7thgrade

Solve for t.

6t + 4 ≤ -2

• t ≤ -1 
• t ≤ 1
• t=1
• 1=t

Which graph represents

x - 4(x + 3) ≥ -30

• A

• B

• C

• D

Which values for h are solutions for (there may be more than one value)

6 - 2h > 30

• -12

• -8

• -4

• -13

• -25

The solution to the inequality written in interval notation

-2 (x+2) < 14

• [-9, ∞)

• (-9, ∞)

• [-∞, -9)

• (-∞, -9)

-4x + 14 ≤ 54

• x ≥ - 10
• x ≤ -10
• x ≥ 10
• x ≤ 10

What values are solutions to the inequality (There may be more than one value)

10 < 3x + 19

• 2

• -3

• -4

• 0

• -2

The solution to the inequality written in interval notation

6(n + 2) ≤ -72

• (-∞, -14)

• (-∞, -14]

• (-14, ∞)

• [-14, ∞)

3x − (2 + 6x) ≤ -32

• x ≥ 10

• x< -10

• x ≥ -10

• x < 10

-3 − 6(4x + 6) > -111

• x > 3
• x < 3
• x < -3
• x > -3

Solve the following inequality

5( 6 + 3r) + 7 ≥ 127

• r ≤ 6

• r ≥ 6

• r ≤ -6

• r ≥ -6