Introduction to step by step adding fractions:
A fraction 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.
A fraction 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.
Step by Step Adding Fractions:
1. Add the two fractions `20/3` and `22/4`
Solution:
The two fractions are `20/3` and `22/4`
Step1: Add two fraction
=`20/3` +`22/4`
Step2: There the denominator are different so we need to take lcm to preform addition
=`(80+66)/12`
Step3: By adding 80 and 66 the answer is 146
=`146/12`
Step4: This can be simplified has
=12.1
2. Add the two fractions `40/4` and `50/5`
Solution:
The two fractions are `40/4` and `50/5`
Step1: Add two fraction
=`40/4` +`50/5`
Step2: There the denominator is sameso we need to take lcm to preform addition
=`(200+200)/20`
Step3: By adding 200 and 200 the answer is 400
=`400/20`
Step4: This can be simplified has
= 1
3. Add the two fractions `60/5` and `70/6`
Solution:
The two fractions are `60/5` and` 70/6`
Step1: Add two fraction
=`60/5` +`70/6`
Step2: There the denominator is same so we need to take lcm to preform addition
=`(360+350)/30`
Step3: By adding 360 and350 the answer is 710
=`710/30`
Step4: This can be simplified has
= 23.66
Step by Step Adding Fractions:
4. Add the fractions `5/6` and `25/30`
Solution:
The two fractions are `5/6` and `25/30`
Step1: The given Two fractions are equivalent fractions
By simplifying `25/30` we get 5/6
Step2:
Now we need to find the sum of `5/6` and `5/6`
= `5/6` +`5/6`
Step3 : There the denominator are same so add the numerators in the fractions together
=`(5+5)/6`
The sum of 5 and 5 is 10
So `(5+5)/6` can be written as `10/6`
Step4:
This can be reduced further as `5/3`
5. Add the two fractions `80/6` and `90/6`
Solution:
The two fractions are `80/6` and `90/6`
Step1: Add two fraction
=`80/6` +`90/6`
Step2: There the denominator is same so add the numerators in the fractions together
=`(80+90)/6`
Step3: By adding 80 and 90 the answer is 170
=`170/6`
Step4: This can be simplified has
= 28.33
6. Add the two fractions `1000/3` and `120/4`
Solution:
The two fractions are `100/3` and `120/4`
Step1: Add two fraction
=`100/3` +`120/4`
Step2: There the denominator is same so we need to take lcm to preform addition
=`(400+3690)/12`
Step3: By adding 400 and 360 the answer is 760
=`760/12`
Step4: This can be simplified has
= 63.33
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