Worked Example 1
An Inequality
- 1x = −1: 2 × (−1) − 3 = −5, and −5 is not greater than 1.
- 2x = 2: 2 × 2 − 3 = 1, and 1 is not greater than 1.
- 3x = 3: 2 × 3 − 3 = 3 > 1. x = 5: 2 × 5 − 3 = 7 > 1.
Florida Grade 6 Math · Algebraic Reasoning
What this Grade 6 benchmark means, worked examples, common mistakes, and a free printable worksheet.
Created by a Florida mom · Published by Tropical Learning LLC
Given an equation or inequality and a set of integer values, students decide which values make it true. The variable may appear in more than one term or on either side.
Substitute each value and check whether the statement is true. For inequalities, more than one value can work.
Official benchmarkGiven an equation or inequality and a specified set of integer values, determine which values make the equation or inequality true or false.
On the FAST test: part of the Grade 6 reporting category Algebraic Reasoning, which is about 25–36% of the test.
Worked Example 1
Worked Example 2
1 > 1 is not true. With >, the two sides can't be equal.
2 × (−3) = −6. Write negative values in parentheses.
Make a small table with a column for each value, the left side, the right side, and "true?" It keeps the work organized.
Help your child build math confidence with original interactive questions aligned with Florida's B.E.S.T. Mathematics Standards.
Start Practicing FreeIndependent Educational Platform. FastChomp is published by Tropical Learning LLC and is not affiliated with, sponsored by, or endorsed by the Florida Department of Education. FAST and Star assessment names are referenced for informational purposes only. FastChomp practice questions are original educational materials, not official Florida FAST assessment questions.