# Fractions - Multiplying Fractions Calculator: Solve Any Kind Of Fraction Multiplication Problem

## Multiplying Fractions Calculator

Look below the calculator to see a real fraction multiply problem solved. Recommend reading How To Multiplying Fractions before using this calculator.

Please Read! Instructions to input proper fractions, improper fractions, whole numbers, and mixed numbers into the Multiplying Fractions Calculator:
• (1) Example to enter a fraction "1/3", and example to enter a whole number "3".
• (2) Enter a whole number and a fraction - put a space between them: "3 1/3".
• (3) Enter both fractions in the calculator you want to multiply plus your answer. Now press MULTIPLY button and compare your answer with the calculator.
• (4) Or test example already typed in to the calculator. Just press the MULTIPLY button or enter a new problem and press the MULTIPLY button.

Multiplying Fractions Calculator
Instructions Name Multiply Value
Fraction multiplication instructions:
• Press the New Problem button or fill in the empty fields (Fraction One and Fraction Two).
• Press the Multiply button to see if your answer is correct. See the complete answer below.
Enter Fraction One. You can enter up to 10 digits/characters

Enter Fraction Two. You can enter up to 10 digits/characters
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## HERE IS AN EXAMPLE OF FRACTION MULTIPLICATION

 $\mathrm{3 1/3} × \mathrm{5 1/2} =$ Problem Statement. Convert mixed number 3 1/3 to improper fraction. $3\text{ 1/3} = \frac{\mathrm{\left(3 × 3\right) + 1 }}{\mathrm{ 3}} = \frac{\mathrm{10}}{\mathrm{3 }}$ Convert mixed number 5 1/2 to improper fraction. $5\text{ 1/2} = \frac{\mathrm{\left(5 × 2\right) + 1 }}{\mathrm{ 2}} = \frac{\mathrm{11}}{\mathrm{2 }}$ $\frac{\mathrm{10}}{3} × \frac{\mathrm{11}}{2} =$ Solve this fraction problem. $\frac{\mathrm{10}}{3} × \frac{\mathrm{11}}{2} =$ $\frac{\mathrm{10 × 11}}{\mathrm{3 × 2}} =$ $\frac{\mathrm{110}}{6} =$ $+\frac{\mathrm{110}}{6} =$ $+\frac{\mathrm{55}}{3}$ The fraction can be reduced by dividing the numerator and denominator by the Greatest Common Factor ... 2 Problem Answer. $\left(\mathrm{+18}\right) + \frac{\left(1\right)}{3} =$ Group whole numbers and fractions. $\left(\mathrm{18}\right)+\frac{\left(1\right)}{3 } =$ $\left(\mathrm{18}\right)+\frac{\left(1\right)}{3 } =$ $\mathrm{18}\frac{1}{3}$ Problem Answer.

The calculator above has a number of valuable features:
• Math Practice The student can solve a fraction multiplication problem and compare their answer to the calculator. The calculator shows each step to solve the math problem entered. If the student has made a mistake, they can study the calculator results to understand where and avoid the mistake in the future. By using the tool for practicing, students can sharpen their skills. Use the New Problem button to create random problems to practice solving.
• Math Problem Solver The calculator is also a useful tool for a student to verify their homework is correct. Again an opportunity to learn from mistakes.
• Math Quizzes The student can at anytime take a five question test to validate the level of their current skills. Further these tests help prepare the student for classroom tests. The quickest test is the five question Math Test. It is recommended you see Help