Introduction-basic subtraction fraction:
Study fraction math (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 (`1/2`, `5/8`, `3/4`, etc.) and which consist of a numerator and a denominator in study fraction math.
Source: Wikipedia
Please express your views of this topic What is an Equivalent Fraction by commenting on blog.
Definition-basic subtraction fraction:
Fractions are frequently used in mathematics, science and the world impressive like us. They have been used by human sovereign whereas the time of the new Egyptians and are still used by public to solve problems in their day-by-day lives.
Fraction math came into regular use in the 16th century. Look at this study fraction math:
`25/50`
Solve subtraction of fraction with same denominators:
Just as we subtract fractions, we can take off numbers with same denominator.
Example:
`5/2`-`3/2`=?
Solution:
= `5/2`-`3/2`
=`(5-3)/(2)`
=`2/2`
=1
Solve subtraction of fraction with different denominators:
Just as we subtract fractions, numbers also can be taking from with unlike denominators. The common denominator is realized by finding out the LCM.
Example:
`4/2`-`5/3`=?
Solution:
=`4/2`-`5/3` (we need to take LCM of 2 and 3)
=`(12-10)/(6)` (we need to perform subtraction operation)
=`2/6` (divided by 2, both the numerator and denominator)
=`1/3` (then, we get result)
Is this topic Circumference of a Circle Calculator hard for you? Watch out for my coming posts.
Example- basic subtraction fraction:
Example 1:
If Sam get `$15` in a day and pay out `$10` , what part of his weekly pay did he keep?
Solution:
Step 1: Numerator: amount saved=15-10=5
Step 2: Denominator: salary = $15
Step 3: Part or fraction
=`(15-10)/(15)` (we need to perform subtraction operation)
= `(5)/(15)` (divided by 5, both the numerator and denominator)
=`1/3` (then, we get result)
Answer is `1/3`
Example 2:
`12/4`-`2/3`=?
Solution:
=`12/4`-`2/3`
=`6/2`-`2/3` (we need to take LCM between 2 and 3)
=`(18-4)/(6)` (we need to perform subtraction operation)
=`(14)/(6)` (numerator and denominator are divided by 5)
=`7/3` (then, we get result)
Answer is `7/3`
Study fraction math (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 (`1/2`, `5/8`, `3/4`, etc.) and which consist of a numerator and a denominator in study fraction math.
Source: Wikipedia
Please express your views of this topic What is an Equivalent Fraction by commenting on blog.
Definition-basic subtraction fraction:
Fractions are frequently used in mathematics, science and the world impressive like us. They have been used by human sovereign whereas the time of the new Egyptians and are still used by public to solve problems in their day-by-day lives.
Fraction math came into regular use in the 16th century. Look at this study fraction math:
`25/50`
Solve subtraction of fraction with same denominators:
Just as we subtract fractions, we can take off numbers with same denominator.
Example:
`5/2`-`3/2`=?
Solution:
= `5/2`-`3/2`
=`(5-3)/(2)`
=`2/2`
=1
Solve subtraction of fraction with different denominators:
Just as we subtract fractions, numbers also can be taking from with unlike denominators. The common denominator is realized by finding out the LCM.
Example:
`4/2`-`5/3`=?
Solution:
=`4/2`-`5/3` (we need to take LCM of 2 and 3)
=`(12-10)/(6)` (we need to perform subtraction operation)
=`2/6` (divided by 2, both the numerator and denominator)
=`1/3` (then, we get result)
Is this topic Circumference of a Circle Calculator hard for you? Watch out for my coming posts.
Example- basic subtraction fraction:
Example 1:
If Sam get `$15` in a day and pay out `$10` , what part of his weekly pay did he keep?
Solution:
Step 1: Numerator: amount saved=15-10=5
Step 2: Denominator: salary = $15
Step 3: Part or fraction
=`(15-10)/(15)` (we need to perform subtraction operation)
= `(5)/(15)` (divided by 5, both the numerator and denominator)
=`1/3` (then, we get result)
Answer is `1/3`
Example 2:
`12/4`-`2/3`=?
Solution:
=`12/4`-`2/3`
=`6/2`-`2/3` (we need to take LCM between 2 and 3)
=`(18-4)/(6)` (we need to perform subtraction operation)
=`(14)/(6)` (numerator and denominator are divided by 5)
=`7/3` (then, we get result)
Answer is `7/3`
