How to solve decimal fraction
Introduction :
Here, we are going to see about the topic of decimal fraction and with some example problems. Fraction included with numerator and denominator in the form of division method. For example, `5/2` is a fraction. A pointed number is called decimal. For example, 0.5 is a decimal number. The output of a fraction is also known as decimal. The decimal fractions are `0.1/0.2` .
Example problems – How to solve decimal fraction
Example problem 1 - How to solve decimal fraction
Solve the given decimal fraction `0.4/0.8` .
Solution:
In this given problem, we are going to divide the decimal fraction values 0.4 by 0.8,
First, we need to check how many digits are present after the point in the given decimal fraction,
Here, only one digit is present after the point, so we need to multiply 10 in both numerator and denominator
= `0.4/0.8 ` × `10/10`
= `4/8`
= `1/2`
The correct answer is `0.4/0.8 ` = `1/2` .
Example problem 2 - How to solve decimal fraction
Add the given decimal fraction values `0.1/0.2` + `1.3/0.2` .
Solution:
In this given problem, we are going to add the given decimal fraction values `0.1/0.2` and `1.3/0.2` ,
= `0.1/0.2` + `1.3/0.2`
Here, both the numerator and denominator values are same, now we can simply add the given decimal fractions
Take the denominator value as common,
= `(0.1+1.3)/0.2`
Add the numerator values
= `1.4/0.2`
= `0.7/0.1`
The correct answer is `0.7/0.1` .
Example problem 3 - How to solve decimal fraction
Add the given decimal fraction values `2.6/0.2` - `1.3/0.2` .
Solution:
In this given problem, we are going to subtract the given decimal fraction values `2.6/0.2` and` 1.3/0.2` ,
= `2.6/0.2` - `1.3/0.2`
Here, both the numerator and denominator values are same, now we can simply subtract the given decimal fractions
Take the denominator value as common,
= `(2.6 - 1.3)/0.2`
Subtract the numerator values
= `1.3/0.2`
The correct answer is `1.3/0.2` .
Practiced Problems – How to solve decimal fraction
Practiced problem 1 - How to solve decimal fraction
Add the given decimal fraction values `0.8/0.19` + `1.8/0.19` .
Answer: `2.6/0.19`
Practiced problem 2 - How to solve decimal fraction
Subtract the given decimal fraction values `5.8/0.19` - `1.7/0.19` .
Answer: `4.1/0.19`
Practiced problem 3 - How to solve decimal fraction
Add the given decimal fraction values `7.5/0.7` + `1.2/0.7`
Answer: `8.7/0.7`
I like to share this how to convert a decimal to a fraction with you all through my blog.
Here, we are going to see about the topic of decimal fraction and with some example problems. Fraction included with numerator and denominator in the form of division method. For example, `5/2` is a fraction. A pointed number is called decimal. For example, 0.5 is a decimal number. The output of a fraction is also known as decimal. The decimal fractions are `0.1/0.2` .
Example problems – How to solve decimal fraction
Example problem 1 - How to solve decimal fraction
Solve the given decimal fraction `0.4/0.8` .
Solution:
In this given problem, we are going to divide the decimal fraction values 0.4 by 0.8,
First, we need to check how many digits are present after the point in the given decimal fraction,
Here, only one digit is present after the point, so we need to multiply 10 in both numerator and denominator
= `0.4/0.8 ` × `10/10`
= `4/8`
= `1/2`
The correct answer is `0.4/0.8 ` = `1/2` .
Example problem 2 - How to solve decimal fraction
Add the given decimal fraction values `0.1/0.2` + `1.3/0.2` .
Solution:
In this given problem, we are going to add the given decimal fraction values `0.1/0.2` and `1.3/0.2` ,
= `0.1/0.2` + `1.3/0.2`
Here, both the numerator and denominator values are same, now we can simply add the given decimal fractions
Take the denominator value as common,
= `(0.1+1.3)/0.2`
Add the numerator values
= `1.4/0.2`
= `0.7/0.1`
The correct answer is `0.7/0.1` .
Example problem 3 - How to solve decimal fraction
Add the given decimal fraction values `2.6/0.2` - `1.3/0.2` .
Solution:
In this given problem, we are going to subtract the given decimal fraction values `2.6/0.2` and` 1.3/0.2` ,
= `2.6/0.2` - `1.3/0.2`
Here, both the numerator and denominator values are same, now we can simply subtract the given decimal fractions
Take the denominator value as common,
= `(2.6 - 1.3)/0.2`
Subtract the numerator values
= `1.3/0.2`
The correct answer is `1.3/0.2` .
Practiced Problems – How to solve decimal fraction
Practiced problem 1 - How to solve decimal fraction
Add the given decimal fraction values `0.8/0.19` + `1.8/0.19` .
Answer: `2.6/0.19`
Practiced problem 2 - How to solve decimal fraction
Subtract the given decimal fraction values `5.8/0.19` - `1.7/0.19` .
Answer: `4.1/0.19`
Practiced problem 3 - How to solve decimal fraction
Add the given decimal fraction values `7.5/0.7` + `1.2/0.7`
Answer: `8.7/0.7`
I like to share this how to convert a decimal to a fraction with you all through my blog.