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Let's translate each of the given mathematical equations into English sentences:

1. **4 + x = 10**  
   **Answer:** Four plus a number equals ten.

2. **x - 7 = 15**  
   **Answer:** A number minus seven equals fifteen.

3. **3x = 21**  
   **Answer:** Three times a number equals twenty-one.

4. **x/5 > 9**  
   **Answer:** A number divided by five is greater than nine.

5. **x² = 49**  
   **Answer:** A number squared equals forty-nine.

6. **2x + 6 = 18**  
   **Answer:** Two times a number plus six equals eighteen.

7. **x - 4 ≤ 12**  
   **Answer:** A number minus four is less than or equal to twelve.

8. **5(x + 2) = 35**  
   **Answer:** Five times the sum of a number and two equals thirty-five.

9. **x/3 = 15**  
   **Answer:** A number divided by three equals fifteen.

10. **x + 3y = 17**  
    **Answer:** A number plus three times another number equals seventeen.

Would you like further explanations or more details on any of these translations?

Here are 5 related questions to think about:
1. How would you translate an equation involving subtraction and multiplication into words?
2. How can you write "a number is less than ten" as a mathematical inequality?
3. Can you think of a situation where you would use a sentence like "five times a number equals twenty" in real life?
4. How would you express "the sum of a number and its square equals forty" as an equation?
5. What is the difference between "greater than" and "greater than or equal to" in terms of translation?

**Tip:** When translating equations into words, always identify operations like addition, subtraction, multiplication, division, and symbols like inequalities or equality to ensure the sentence accurately reflects the math.

Translate each of the following mathematical sentences into an English sentence.

Learn how to translate algebraic equations into English sentences, covering key algebraic concepts such as addition, subtraction, multiplication, division, and inequalities. This guide is suitable for students in Grades 6-8.

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