Multiplying Mixed Numbers Calculator
Multiplying Mixed Numbers calculator will help you to find final product of two mixed numbers.
What is a Multiplying Mixed Numbers Calculator?
A Multiplying Mixed Numbers Calculator is an online tool which is used to multiply two mixed fractions. This calculator helps you to calculate faster and gives you the result within a few seconds.
Multiplying Mixed Numbers Calculator
How to Use Multiplying Mixed Numbers Calculator?
Follow these steps which will help you to use the calculator.
- Step 1: Enter the two mixed fraction values in the provided boxes.
- Step 2: Click on "Calculate" to find the product of the two fractions.
- Step 3: Click on "Reset" to clear the field and enter the new values.
How to Multiply Mixed Numbers?
The multiplication of mixed numbers is the same as the multiplication of normal fraction values. The following three simple steps need to be followed to perform the multiplication of mixed fractions.
- Step-I: First we need to convert the mixed fractions into simple fractions.
- Step-II: Now, we can continue the multiplication as the normal multiplication of fractions. The numerators can be multiplied across the fractions to generate a single numerator, and the denominators can be multiplied amongst themselves to generate a single denominator.
- Step-III: The final resultant fraction can now be simplified to obtain the final simplified fraction answer.
Let us look at the below-solved example to better understand the multiplication of mixed numbers.
Solved Examples on Multiplying Mixed Numbers Calculator
Example 1:
Find \(5\frac{2}{5}\) × \(3\frac{1}{3}\) .
Solution:
As a first step, let us convert these mixed fractions into simple fractions.
5\(frac{2}{5}\) × 3\(\frac{1}{3}\)
= 27/5 × 10/3
= 270/15
= 18
Therefore the product of the mixed numbers is 18.
Example 2:
Find \(6\frac{3}{7}\) × \(8\frac{4}{5}\) .
Solution:
As a first step, let us convert these mixed fractions into simple fractions.
\(6\frac{3}{7}\) × \(8\frac{4}{5}\)
= 45/7 × 44/5
= 396/7
Therefore the product of the mixed numbers is 396/7.
Example 3:
Find \(7\frac{3}{4}\) × \(11\frac{2}{9}\) .
Solution:
As a first step, let us convert these mixed fractions into simple fractions.
\(7\frac{3}{4}\) × \(11\frac{2}{9}\)
= 31/4 × 101/9
= 3131/36
Therefore the product of the mixed numbers is 3131/36.
Now, try the calculator to multiply the following mixed numbers.
- \(4\frac{3}{4} \) × \(11\frac{2}{3}\).
- \(7\frac{4}{5}\) × \(3\frac{5}{7}\).