Florida B.E.S.T. MA.6.NSO.1.2

Math6th GradeExtend knowledge of numbers to negative numbers and develop an understanding of absolute value.

The Standard

Given a mathematical or real-world context, represent quantities that have opposite direction using rational numbers. Compare them on a number line and explain the meaning of zero within its context.

Florida B.E.S.T. Standards for Mathematics

Teacher's field guide

What This Standard Means

What Students Need to Do

Students represent opposite quantities with positive and negative rational numbers. They place the numbers on a number line, compare them, and explain what zero means in the given situation.

What Mastery Looks Like

Students use positive and negative rational numbers to show opposite directions in a situation. They plot and compare the values correctly, then explain what zero represents in that situation.

Common Misconceptions

Students may think the number farther from zero is always greater, so they claim −8 > −3. They may also treat zero as positive or ignore its contextual meaning.

How to Assess It

Give students this exit ticket: “A diver is at −4.5 meters and a swimmer is at 1.5 meters. Plot both, compare them, and explain zero.”

Lesson moves

Ways to Teach It

  1. Place rational number cards on a taped floor number line, then have students explain which value is greater and what zero means.

  2. Ask students to write about two bank transactions with opposite effects and explain how zero represents no change in the balance.

  3. Play a number line card game where partners draw rational numbers, place them, and earn a point for a correct comparison.

  4. Use weather data from two cities to compare temperatures above and below zero, including decimals and the meaning of zero degrees.

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Printable MA.6.NSO.1.2 Worksheet

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