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Secondary I Unit 2 Review

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  • Solve and graph the compound inequality -5≤5b<35
    -1≤b<7
  • Write the inequality for the graph
    x ≥ 1
  • Solve and graph the compound inequality -7v>0 or v-7 ≥ -6
    v<0 or v≥1
  • Write the compound inequality for the graph
    x ≤ 4 or x>6
  • Solve the inequality; 10 ≥ 3p − 2p − 7
    17 ≥ p
  • Solve the inequality
    c < -5
  • Solve -5(x-3)≤15-5x
    Infinite Solutions
  • Solve the inequality 4b ≥ 36
    b≥ 9
  • Solve the inequality: 18 − 5z + 6z > 3 + 6
    z >-9
  • Graph the inequality y ≤ −3
    Closed circle on -3, arrow to the left
  • Solve the inequality 4x − 25 > −2
    x > 23/4
  • Solve the inequality: 6 < x + 5 ≤ 11
    1 < x ≤ 6
  • Solve 6(6x+3)≤18+7x
    x≤0
  • Write and solve the inequality for the given problem .
    x ≤ 170 people
  • Solve the inequality: −2x + 3 > x + 9
    x < -2
  • Write the inequality for the graph
    x < 1
  • Solve the compound inequality: −6 < 3n + 9 < 21
    -5<n<4
  • Solve the inequality and graph the solution 126≤6(7+2x)
    7≤x
  • Solve and graph the compound inequality 2m − 1 ≥ 5 or -5m > 25
    m ≥ 3 or m < −5
  • Solve the inequality: −7y ≤ −35
    y ≥ 5
  • Solve -2p-5≥-(1+2p)
    No solution
  • Solve the inequality: j + 9 − 3 < 8
    j < 2
  • Solve and graph the compound inequality 16 < −3c + 4 < 22
    -6<c<-4
  • Solve the inequality and graph the solution 3(1+6m)≤-141
    m≤-8
  • Solve the compound inequality v + 8 < 3 or −8v < −40
    v< -5 or v>5
  • Write an inequality, and then use it to solve the problem.
    x ≤ 3.3 feet
  • Write the sentence as an inequality. A number w minus 3.5 is less than or equal to −2.
    w-3.5 ≤ -2
  • Solve 3(n-5)>7-8n
    n>2
  • Solve the inequality: 27 ≥ 5x + 4x
    3 ≥ x
  • Write the compound inequality for the graph
    7<x<14, 7<x and x<14