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Translating words into algebraic equations is like learning a new language. You are taking verbal phrases (English) and turning them into mathematical syntax (Numbers, Variables, and Operations).
Words to Equations Game
This game is a comprehensive tool designed to help you master the translation of English phrases into algebraic logic. Scroll down the page for a more detailed explanation.
How to Play the Words to Equations Game
| Math Symbol | Verbal Keywords | Example |
| + | Sum, plus, increased by, more than | "5 more than x is 12" → x + 5 = 12 |
| - | Difference, minus, less than, decreased by | "Difference of x and 3 equals -2" → x - 3 = -2 | Multiplication (×) | product, twice (2), triple (3) | "Product of 4 and y is the same as 18" → 4y = 18 | Division (/) | quotient, ratio, half, divided by | "Quotient of z and 2 results in 14" → z/2 = 14 |
Step-by-Step Translation Strategy
If you have a long phrase, follow these steps:
Step 1 Identify the Variable: Look for “a number” or a specific letter (x, n, y).
Step 2 Circle the Operators: Find words like “times,” “sum,” or “less than."
Step 3 Check for Order: Is there a “turn-around” word?
Step 4 Write the Expression: Assemble the parts like a puzzle.
The video gives a clear, step-by-step approach to write algebraic equations.
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