Find The Correct `X` For An Equation Worksheet

Algebra 1
One-Variable Equations

Total questions - 6

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How Will This Worksheet on "Find the Correct `x` for an Equation" Benefit Your Students' Learning?

  • Identify the structure of an equation, and appropriate operations needed.
  • Improve  understanding of algebraic concepts like inverse operations.
  • It helps students to analyze and solve real-life scenarios.

How to Find the Correct `x` for an Equation?

  • Analyze the equation and identify the variable you are solving for, generally represented by \( x \).
  • Identify the inverse operation needed to isolate the variable, (addition, subtraction, multiplication, or division) and apply it to both sides of the equation.
  • Simplify both the sides of the equation and determine the value of \( x \).

Solved Example

Q. What value of xx is a solution to this equation?\newline19+x=3119 + x = 31\newlineChoices:\newline(A)x=10x = 10\newline(B)x=12x = 12
Solution:
  1. Subtract 1919 from both sides: To solve for xx, we need to isolate xx on one side of the equation. We can do this by subtracting 1919 from both sides of the equation to get xx by itself.\newlineCalculation: 3119=1231 - 19 = 12\newlinex=12x = 12
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About Worksheet

Algebra 1
One-Variable Equations

Finding the correct `x` for an equation refers to solving for the variable `x` in an equation. Various mathematical operations such as addition, subtraction, multiplication, or division, etc are used to solve for  \(x \). The goal is to find the valid solution(s) for \( x \). In these worksheets, students need to determine the value of \(x\) by solving the equation. Use these worksheets to recap the key concepts.

Example: What value of `x` is a solution to the following equation?

`x+12=18`

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