Solving greater than less than equations

    • What is another word for less than or equal to?

      » Mathematicians use ≤ to represent less than or equal to and ≥ to represent greater than or equal to. These are also known as the inclusive inequalities. Can you think of other words or phrases that might be used to describe less than or equal to?

    • What is greater than 12?

      Use the Key Words to Write an Inequality   A number added to 5 is greater than 12   The quotient of 2 and a number is at most 6   7 multiplied by a number is less than 16   18 decreased by a number is no less than 12.8   17 is greater than or equal to 8 less than a number

    • What is the difference between ≤ and ≥?

      Student Activity 1 » Mathematicians use ≤ to represent less than or equal to and ≥ to represent greater than or equal to. These are also known as the inclusive inequalities.

    • What happens if x is greater than 1 but less than 2?

      The third column corresponds to where x is greater than 1 but less than 2. In this interval x − 1 is positive, but x − 2 is negative, and hence the corresponding signs. The product will then be negative. The fourth column shows what happens when x is greater than 2. Both factors are positive. Hence their product is positive too.

    • [PDF File]Solving Inequalities - JC Schools

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      x ≥ 4 You Try: x < -6 x > 2 x ≤ 0 x ≥ -7 Practice DAY 2 Use the Key Words to Write an Inequality A number added to 5 is greater than 12 The quotient of 2 and a number is at most 6 7 multiplied by a number is less than 16 18 decreased by a number is no less than 12.8 17 is greater than or equal to 8 less than a number

    • [PDF File]Grade: 1 Formative Assessment Lesson - Kentucky

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      Greater Than, Less Than, Equal To in Range up to 10 Grade 1 This Formative Assessment Lesson is designed to be part of an instructional unit. This task should be implemented approximately two-thirds of the way through the instructional unit.

    • [PDF File]Interval Notation and Linear Inequalities - Section 1.7 ...

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      For each of the following inequalities: Write the inequality algebraically. Graph the inequality on the real number line. Write the inequality in interval notation. is greater than 5. is less than 4. is less than or equal to 3. is greater than or equal to 7. is not equal to 2.

    • [PDF File]Inequalities - Project Maths

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      greater than or equal to another number • represent solutions to inequalities on the number line • simplify and solve linear inequalities by table, graph and/or formula

    • [PDF File]Solving and Graphing Inequalities

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      When we have an inequality to solve (greater than, less than, greater than or equal to, or less than or equal to) we have a range of numbers that can be a solution. In that range there is an infinite amount of possible numbers that make the inequality true. Example: x > 3 We know 4 is greater than 3. So is 5. So is 6. So is 7. Also 3.1 works.

    • [PDF File]Solving inequalities

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      Key Point is greater than ≥ is greater than or equal to < is less than ≤ is less than or equal to Notice that the arrowhead always points to the smaller expression. 2. Manipulation of inequalities Inequalities can be manipulated like equations and follow very similar rules, but there is one important exception.

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