Introduction to Numerator:
In this lesson let me basically put down on numerator which will help you on understand better.
* In general, the term numerator is defined as follows,
* A numerator is a number written over the line in a common fraction which is identified the total number of parts in the whole part like as2 in ½.
* Mathematically, a fraction contains dividend and divisor. Thus the dividend of fraction is called numerator.
* A numerator is a number in a fraction. Also it is called as nominator.
* The place of top number of a fraction is named as numerator.
Numerator Example:
Adding proper fractions for numerator:
Step1: verify whether the denominators are the similar or not (If not means, get LCD by cross-multiplying)
Step2: Add the numerators and locate the result on the same denominator
Step3: Finally decrease the fraction (if needed)
Example: This could also help us on perpendicular bisector
Find the numerator: 1 / 7 + 1 / 7
Step1: Fraction of both denominators is the same.
Step2: Add the numerators
1 / 7 + 1 / 7 = (1+1) / = 2 / 7
Step3: No need of reduction
2 / 7 = 2 / 7
So the final numerator is 2.
In this lesson let me basically put down on numerator which will help you on understand better.
* In general, the term numerator is defined as follows,
* A numerator is a number written over the line in a common fraction which is identified the total number of parts in the whole part like as2 in ½.
* Mathematically, a fraction contains dividend and divisor. Thus the dividend of fraction is called numerator.
* A numerator is a number in a fraction. Also it is called as nominator.
* The place of top number of a fraction is named as numerator.
Numerator Example:
Adding proper fractions for numerator:
Step1: verify whether the denominators are the similar or not (If not means, get LCD by cross-multiplying)
Step2: Add the numerators and locate the result on the same denominator
Step3: Finally decrease the fraction (if needed)
Example: This could also help us on perpendicular bisector
Find the numerator: 1 / 7 + 1 / 7
Step1: Fraction of both denominators is the same.
Step2: Add the numerators
1 / 7 + 1 / 7 = (1+1) / = 2 / 7
Step3: No need of reduction
2 / 7 = 2 / 7
So the final numerator is 2.
No comments:
Post a Comment