Mathematics Grade 9 15 min

Graph solutions to advanced linear inequalities

Graph solutions to advanced linear inequalities

What you'll learn

  • Identify the biggest and smallest numbers in a set of up to 10 numbers.
  • Find the range of a set of numbers (up to 10) by subtracting the smallest number from the biggest number.
  • Explain what the range tells us about how spread out the numbers are in a set.

Tutorial Preview

1

Solve and graph 2x + 3 > 7

2

Solve and graph -3x + 5 ≤ -1

3

Solve and graph 5x - 2 < 2x + 7

Sample Practice Questions

Easy
How do you graph the solution to 2x + 1 > 5?
0.Open circle at 2, shade right
1.Closed circle at 2, shade right
2.Open circle at 2, shade left
3.Open circle at 3, shade right
Easy
How do you graph the solution to 4x - 3 ≤ 9?
0.Open circle at 3, shade left
1.Closed circle at 3, shade right
2.Closed circle at 3, shade left
3.Open circle at 3, shade right
Easy
How do you graph the solution to -2x > -4?
0.Open circle at 2, shade right
1.Open circle at 2, shade left
2.Closed circle at 2, shade left
3.Open circle at -2, shade left

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Frequently asked questions

What grade level is "Graph solutions to advanced linear inequalities"?

Graph solutions to advanced linear inequalities is a Grade 9 Mathematics lesson on ExcelOS.

What will I learn in Graph solutions to advanced linear inequalities?

You'll be able to: Identify the biggest and smallest numbers in a set of up to 10 numbers; Find the range of a set of numbers (up to 10) by subtracting the smallest number from the biggest number; Explain what the range tells us about how spread….

Is "Graph solutions to advanced linear inequalities" free to practice?

Yes. You can read the tutorial preview for free, and signing up for a free ExcelOS account unlocks the full tutorial and all practice questions with instant feedback.

How many practice questions are included with Graph solutions to advanced linear inequalities?

This lesson includes 25 practice questions across multiple difficulty levels, each with instant feedback and explanations.

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