Introduction fractions number lines:
A fraction on the number lines is the main topic of the algebra. Generally A fraction is the division of two numbers or parts of a whole. The fractions take the general form that is `(m)/(n)` Here m represents the numerator value and n represents the denominator value. In a fraction, A fraction is divided into many types. They are namely called as proper fraction and improper fraction and then mixed fraction and finally equivalent fractions. In this topic we have to discuss about basic fraction types and then how to draw fractions on the number line.
Brief Explanation on the Fractions Number Line
Proper fraction:
In a fraction, if the numerator is less than its denominator, the fraction is called a proper fraction. A proper fraction is generally less than 1 For example `(19)/(37)` is a proper fraction.
Improper fraction:
In a fraction, if the numerator is greater than its denominator, the fraction is called an improper fraction. An improper fraction is generally greater than 1. For example `(28)/(5)` is an improper fraction
Mixed fraction:
A number that is the combination of the natural number and a fraction is known as a mixed fraction. For example 4 `(2)/(7)` is a mixed fraction.
Equivalent Fractions Definition:
We can multiply otherwise divide the numerator and denominator by the same number value we can get the equivalent fractions. For Example: `(12)/(4)` and `(6)/(2)` . Here we can divide the first fraction by 2 then the both fractions are same.
Understanding solving equation is always challenging for me but thanks to all math help websites to help me out.
Representation of Decimal Numbers on the Number Line
We know how to represent numbers on the number line. In a similar way we can represent the decimal numbers on the number line.
Procedure to draw the fractions on the number line:
Step 1: First draw the number line
Step 2: Convert the denominator into powers of ten.
Step 3: Mark the numerator value on the separate numbers on the line.
Represent `(3)/(10)` ,`(5)/(10)` , `(8)/(10)` on the number line.
Divide the segment joining the points corresponding to 0 and 1 into 10 equal parts.
In this number line P represents `(3)/(10)` , Q represents `(5)/(10)` and R represents `(8)/(10)` .
A fraction on the number lines is the main topic of the algebra. Generally A fraction is the division of two numbers or parts of a whole. The fractions take the general form that is `(m)/(n)` Here m represents the numerator value and n represents the denominator value. In a fraction, A fraction is divided into many types. They are namely called as proper fraction and improper fraction and then mixed fraction and finally equivalent fractions. In this topic we have to discuss about basic fraction types and then how to draw fractions on the number line.
Brief Explanation on the Fractions Number Line
Proper fraction:
In a fraction, if the numerator is less than its denominator, the fraction is called a proper fraction. A proper fraction is generally less than 1 For example `(19)/(37)` is a proper fraction.
Improper fraction:
In a fraction, if the numerator is greater than its denominator, the fraction is called an improper fraction. An improper fraction is generally greater than 1. For example `(28)/(5)` is an improper fraction
Mixed fraction:
A number that is the combination of the natural number and a fraction is known as a mixed fraction. For example 4 `(2)/(7)` is a mixed fraction.
Equivalent Fractions Definition:
We can multiply otherwise divide the numerator and denominator by the same number value we can get the equivalent fractions. For Example: `(12)/(4)` and `(6)/(2)` . Here we can divide the first fraction by 2 then the both fractions are same.
Understanding solving equation is always challenging for me but thanks to all math help websites to help me out.
Representation of Decimal Numbers on the Number Line
We know how to represent numbers on the number line. In a similar way we can represent the decimal numbers on the number line.
Procedure to draw the fractions on the number line:
Step 1: First draw the number line
Step 2: Convert the denominator into powers of ten.
Step 3: Mark the numerator value on the separate numbers on the line.
Represent `(3)/(10)` ,`(5)/(10)` , `(8)/(10)` on the number line.
In this number line P represents `(3)/(10)` , Q represents `(5)/(10)` and R represents `(8)/(10)` .
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