Writing Two-Step Inequalities from Word Problems Maze Activity | TPT - Free Printable

It looks like you've uploaded an image of a "Writing Two-Step Inequalities Maze" activity. This is a common math worksheet where students solve two-step inequalities to navigate from the START to the FINISH, following correct answers through a maze.

Since I can't view images directly, I’ll guide you on how to solve this type of problem and explain the general approach based on typical mazes of this kind.

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🔍 What is a "Two-Step Inequality Maze"?

A two-step inequality involves solving for a variable using two operations, such as:

1. Addition/Subtraction
2. Multiplication/Division

Example:
$$ 3x + 5 < 14 $$

You solve it step-by-step:
1. Subtract 5: $ 3x < 9 $
2. Divide by 3: $ x < 3 $

Then, you follow the path in the maze that matches the correct solution.

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✔ How to Solve This Maze (General Steps):

1. Start at the START box.
2. Solve the inequality given in the first box.
3. Find the answer among the choices (usually written in boxes connected by lines).
4. Follow the arrow or line to the next box with the matching answer.
5. Repeat until you reach the FINISH.

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📌 Example Walkthrough (Hypothetical)

Let’s assume one of the boxes says:

> Solve: $ 2x - 4 \geq 6 $

Step 1: Add 4 to both sides
$ 2x \geq 10 $

Step 2: Divide by 2
$ x \geq 5 $

Now look for a box that says "x ≥ 5" — that's your next move.

If another box says $ x > 5 $, that’s wrong — don’t go there.

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⚠️ Important Notes:

- Always reverse the inequality sign when multiplying or dividing by a negative number.
- Check if the answer is inclusive (≤ or ≥) or exclusive (< or >).
- The maze might have distractors — incorrect answers that lead to dead ends.

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🧩 Tips for Solving:

- Work carefully — one mistake can lead you off course.
- Write down each step clearly.
- If you get stuck, double-check your algebra.
- The path should be continuous from START → FINISH without loops or backtracking.

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🛠️ How You Can Solve It Now:

Since I can't see the image, here’s what you should do:

1. Write down each inequality in the maze.
2. Solve them one by one, showing work.
3. Match solutions to the paths.
4. Trace the correct route from START to FINISH.

If you can type out the inequalities or describe the maze layout (e.g., “first box: 3x + 2 ≤ 11”, “choices: A) x ≤ 3, B) x ≥ 3”), I can help you solve it step-by-step!

Would you like to share the text of the maze? I’ll walk you through it!