Introduction for Learn Fractions the Easy Way:
A fraction (from the Latin fractus, broken) is a number that can represent part of a whole. The earliest fractions were reciprocals of integers: ancient symbols representing one part of two, one part of three, one part of four, and so on. A much later development were the common or "vulgar" fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and a denominator.
Source – Wikipedia.
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Learn Fractions the Easy Way – Addition:
Learn addition of fractions: `1/6 + 1/6` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `1/6+1/6`
= `(1+1)/6`
By simplifying the fractions we get
= `2/6`
= `1/3` is the solution.
Learn addition of fractions: `1/12 + 1/12` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `1/12+1/12`
= `(1+1)/12`
By simplifying the fractions we get
= ` 2/12`
= `1/6 ` is the solution.
Learn addition of fractions: `2/24 + 4/24` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `2/24+4/24`
= `(2+4)/24`
By simplifying the fractions we get
= `6/24`
= `1/4` is the solution.
Understanding Subtracting Fractions with Unlike Denominators is always challenging for me but thanks to all math help websites to help me out.
Learn Fractions the Easy Way – Subtraction:
Learn subtraction of fractions: `1/6 - 2/6` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `1/6-2/6`
= `(1-2)/6`
By simplifying the fractions we get
= `-1/6` is the solution.
Learn subtraction of fractions: `3/12 - 1/12` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `3/12-1/12`
= `(3-1)/12`
By simplifying the fractions we get
= `2/12`
= `1/6` is the solution.
Learn subtraction of fractions: `2/24 - 4/24` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `2/24-4/24`
= ` (2-4)/24`
By simplifying the fractions we get
= `-2/24`
= `-1/12` is the solution.
A fraction (from the Latin fractus, broken) is a number that can represent part of a whole. The earliest fractions were reciprocals of integers: ancient symbols representing one part of two, one part of three, one part of four, and so on. A much later development were the common or "vulgar" fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and a denominator.
Source – Wikipedia.
Please express your views of this topic Examples of Integers by commenting on blog.
Learn Fractions the Easy Way – Addition:
Learn addition of fractions: `1/6 + 1/6` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `1/6+1/6`
= `(1+1)/6`
By simplifying the fractions we get
= `2/6`
= `1/3` is the solution.
Learn addition of fractions: `1/12 + 1/12` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `1/12+1/12`
= `(1+1)/12`
By simplifying the fractions we get
= ` 2/12`
= `1/6 ` is the solution.
Learn addition of fractions: `2/24 + 4/24` .
Solution:
The numbers in the denominators are same so we go to next step.
We can add the numerators and put the denominator as same.
= `2/24+4/24`
= `(2+4)/24`
By simplifying the fractions we get
= `6/24`
= `1/4` is the solution.
Understanding Subtracting Fractions with Unlike Denominators is always challenging for me but thanks to all math help websites to help me out.
Learn Fractions the Easy Way – Subtraction:
Learn subtraction of fractions: `1/6 - 2/6` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `1/6-2/6`
= `(1-2)/6`
By simplifying the fractions we get
= `-1/6` is the solution.
Learn subtraction of fractions: `3/12 - 1/12` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `3/12-1/12`
= `(3-1)/12`
By simplifying the fractions we get
= `2/12`
= `1/6` is the solution.
Learn subtraction of fractions: `2/24 - 4/24` .
Solution:
The numbers in the denominators are same so we go to next step.
We can subtract the numerators and put the denominator as same.
= `2/24-4/24`
= ` (2-4)/24`
By simplifying the fractions we get
= `-2/24`
= `-1/12` is the solution.
