Question
2) 302,788 3) 892,30 4) \( x+44=9 \)
Ask by Griffiths Robbins. in the United Arab Emirates
Feb 03,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
Problem 4: \( x = -35 \)
Problems 2 and 3 need more context to be answered accurately.
Solution
Sure, I can help you with problem 4 and provide some guidance on problems 2 and 3. Let's go through each one:
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**Problem 4: Solve for \( x \)**
\[ x + 44 = 9 \]
**Solution:**
To solve for \( x \), subtract 44 from both sides of the equation:
\[
x + 44 - 44 = 9 - 44
\]
\[
x = -35
\]
**Answer:** \( x = -35 \)
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**Problems 2 and 3: Number Formats**
It appears you've provided numerical answers for problems 2 and 3:
- **Problem 2:** 302,788
- **Problem 3:** 892,30
However, to ensure these answers are correct, I'll need more context or the original questions associated with these numbers. They could pertain to various topics such as:
- **Large Numbers:** Understanding place values, reading, and writing large numbers.
- **Decimals vs. Thousands Separators:** In some regions, commas and periods are used differently (e.g., 892,30 might represent 892.30 in another notation system).
- **Financial Calculations:** These could be amounts in a financial problem.
**Please provide the specific questions for Problems 2 and 3**, and I'll be happy to verify your answers and provide detailed solutions if needed!
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Feel free to share more details or ask about another problem!
Reviewed and approved by the UpStudy tutoring team
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Simplify this solution Bonus Knowledge
Did you know that numbers can tell stories too? In ancient times, different cultures had unique numbering systems that shaped how they viewed mathematics. The ancient Egyptians used hieroglyphs, while the Romans had their own system of letters to represent values. This rich history showcases how numerical concepts have evolved and influenced modern mathematics! When solving equations, like \( x + 44 = 9 \), be sure to isolate the variable correctly. Subtract 44 from both sides to avoid common mistakes. One common pitfall is forgetting that subtracting a larger number from a smaller one can lead to a negative answer. Remember, \( x = 9 - 44 \), which means \( x = -35 \)! Happy solving!
