1. What Are Mixed Numbers?

A mixed number combines a whole number and a proper fraction (where the numerator is less than the denominator). Examples include 2½ (two and a half) or 3¾ (three and three quarters).

2. How to Use This Calculator

Instructions: Enter the whole number, numerator, and denominator for both mixed numbers. Select the operation (addition, subtraction, multiplication, or division) and click "Calculate".

3. Mixed Number Operations

Operations Supported:

• Addition: \( a\frac{b}{c} + d\frac{e}{f} \)
• Subtraction: \( a\frac{b}{c} - d\frac{e}{f} \)
• Multiplication: \( a\frac{b}{c} \times d\frac{e}{f} \)
• Division: \( a\frac{b}{c} \div d\frac{e}{f} \)

4. Step-by-Step Calculation

Process: The calculator converts mixed numbers to improper fractions, performs the operation, simplifies the result, and converts back to mixed number form if needed.

5. Frequently Asked Questions (FAQ)

Q1: What if my result is an improper fraction?
A: The calculator will convert it to a mixed number (e.g., 7/2 becomes 3½).

Q2: Can I use negative numbers?
A: This calculator currently only accepts positive whole numbers and fractions.

Q3: What if I get zero in the denominator?
A: The calculator will show an error as division by zero is undefined.

Q4: How are fractions simplified?
A: Results are reduced to lowest terms using the greatest common divisor (GCD).

Q5: Can I calculate with more than two mixed numbers?
A: This calculator handles two numbers at a time. For multiple operations, calculate step by step.