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Example1

Title: Fraction Number

Grade 4+ Lesson s1-l1

Explanation: The best way to understand measurement is by looking at some examples. Take turns and read each example for easy understanding.

Examples

Topics → Definition Example1

Identify the fractional numbers:
\$6,4/7 , 3/4 , 16.21, 8/6\$.

Step 1

Let’s identify the fractional numbers from the given list:

Explanation:

6 - Not a fractional number; it’s a whole number.

\$4/7\$ - Fractional number; the numerator is 4, and the denominator is 7.

\$3/4\$ - Fractional number; the numerator is 3, and the denominator is 4.

16.21 - Not a fractional number; it’s a decimal number.

\$8/6\$ - Fractional number; the numerator is 8, and the denominator is 6.

Step 2

So, the fractional numbers from the given list are \$4/7, 3/4\$ and \$8/6\$.

Explanation:

Here, we’ve got three fractions on our hands: \$4/7\$, \$3/4\$, and \$8/6\$.