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Fraction of a Complete Numbers


Fraction of a complete numbers are defined right here with 4 following examples.

(i)

Fraction of a Whole Numbers

There are three shapes:

(a) circle-shape

(b) rectangle-shape and

(c) square-shape


Every
one is split into 4 equal elements. One half is shaded, i.e., one-fourth
of the form is shaded and three elements of the form is unshaded.

We are saying that, 1/4 of the form is shaded and three/4 of the form is unshaded.

This 1/4 or 3/4 is a fraction or a fractional quantity.

1/4 = Out of 4 equal elements of a complete, one half is taken.

3/4 = Out of 4 equal elements of a complete, 3 elements are taken.

(ii) The oblong form is split into 5 equal elements. 2
elements of this rectangle are shaded. The full elements of a complete are 5. Every equal a part of the entire form is 1/5. Two equal elements (shaded half) of the entire is 2/5. Three equal elements (unshaded elements) of the entire is 3/5.

Fractional Number

2/5 means 2 elements out of 5 equal elements. We learn it
two-fifths or two by 5.

(iii) There’s a assortment of seven glasses, of which 4 glasses are colourful.

Fraction

Thus, 4/7 a part of the gathering of seven glasses are colored.

(iv) There are 12 hearts in a set. 5 hearts are in shaded elements.

Fraction

5 out of 12 hearts are in shaded portion and the remaining 7 out of 12 hearts are in unshaded portion.

They symbolize 5/12 and seven/12 as fractions.

A fraction is a quantity written as a quotient of a pair of
pure numbers.

For instance; (frac{3}{4}), (frac{5}{6}), (frac{2}{8}), and many others.

The quantity written above the horizontal line is named
Numerator.

The quantity written under the horizontal line is named
Denominator.

Within the fraction; (frac{3}{4})

                       3 is the Numerator and 

                       4 is the Denominator.

The Numerator and Denominator are generally known as because the
phrases of the fractions.

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Associated Idea

Fraction
of a Complete Numbers

Illustration
of a Fraction

Equal
Fractions

Properties
of Equal Fractions

Like and
Not like Fractions

Comparability
of Like Fractions

Comparability
of Fractions having the identical Numerator

Varieties of
Fractions

Altering Fractions

Conversion
of Fractions into Fractions having Identical Denominator

Conversion
of a Fraction into its Smallest and Easiest Type

Addition
of Fractions having the Identical Denominator

Subtraction
of Fractions having the Identical Denominator

Addition
and Subtraction of Fractions on the Fraction Quantity Line

4th Grade Math Actions

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