Mixed Numbers Calculator: Free Online Fraction Tool

Mixed Numbers Calculator

Answer:

Solution with Steps:

Step 1: Convert mixed numbers to improper fractions
1 3/4 = 7/4
-2 3/8 = -19/8

Step 2: Perform the add operation
7/4 + -19/8
= (7 × 8 + -19 × 4) / (4 × 8)
= 56 + -76 / 32
= -5 / 8

Step 3: Simplify the result
-5/8 = -5/8
Final result: -

Overview

Mixed Numbers Calculator: Perform Operations on Fractions and Mixed Numbers

Our Mixed Numbers Calculator allows you to easily perform mathematical operations on mixed numbers, fractions, whole numbers, and integers. Add, subtract, multiply, or divide with precision and get results in simplified form.

Key Features

Handles mixed numbers, improper fractions, and whole numbers
Performs addition, subtraction, multiplication, and division
Provides results as reduced fractions and mixed numbers
Supports numbers up to 3 digits in length

How to Use the Calculator

Input Formats:

Mixed numbers: Enter as "1 1/2" (one and one half) or "25 3/32" (twenty-five and three thirty-seconds). Use one space between the whole number and fraction.

Whole numbers: Enter up to 20-digit numbers (e.g., 123456789).

Fractions: Enter as "3/4" (three-fourths) or "3/100" (three one-hundredths). Supports up to 3-digit numerators and denominators.

Adding Mixed Numbers: Step-by-Step Process

Convert mixed numbers to improper fractions
Apply the fraction addition formula: (a/b) + (c/d) = (ad + bc) / bd
Simplify the result and convert back to a mixed number if applicable

Try our Mixed Numbers Calculator now to simplify your fraction calculations and enhance your mathematical skills!

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