1. What is a Mixed Number Calculator?

Definition: This calculator performs arithmetic operations (addition, subtraction, multiplication, division) on mixed numbers or fractions.

Purpose: It helps students, teachers, and professionals work with mixed numbers without manual conversion to improper fractions.

2. How Does the Calculator Work?

The calculator uses the formula:

Where:

• \( Mixed1 \) — First mixed number (e.g. 3 1/2)
• \( Operator \) — Arithmetic operation (+, -, *, /)
• \( Mixed2 \) — Second mixed number (e.g. 1 3/4)

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

3. Importance of Mixed Number Calculations

Details: Mixed numbers are commonly used in measurements (cooking, construction) and represent quantities more intuitively than improper fractions.

4. Using the Calculator

Tips:

• Enter mixed numbers as "whole numerator/denominator" (e.g. 2 3/4)
• Enter fractions as "numerator/denominator" (e.g. 3/4)
• Enter whole numbers as just the number (e.g. 5)
• Select the desired operation

5. Frequently Asked Questions (FAQ)

Q1: What formats does the calculator accept?
A: It accepts mixed numbers (2 1/2), fractions (3/4), and whole numbers (5).

Q2: Does it simplify results?
A: Yes, results are always simplified to their lowest terms.

Q3: Can I use negative numbers?
A: Yes, negative numbers are supported (e.g. -1 1/2).

Q4: What if I get an improper fraction result?
A: The calculator will convert it to a mixed number (e.g. 7/2 becomes 3 1/2).

Q5: Does it show the calculation steps?
A: This version shows only the final result. For step-by-step solutions, see our advanced version.