CONVERTING FRACTIONS INTO DECIMALS WORKSHEET
About "Converting fractions into decimals worksheet"
Converting fractions into decimals worksheet :
Worksheet on converting fractions into decimals is much useful to the students who would like to practice problems on decimals and fractions.
Converting fractions into decimals worksheet
1. Covert the given fraction into decimal
7/25
2. Covert the given fraction into decimal
17/5
3 Covert the given fraction into decimal
3/8
4. Covert the given fraction into decimal
13/8
5. Covert the given fraction into decimal
3/20
6. Covert the given fraction into decimal
7/10
7. Covert the given fraction into decimal
3/50
8. Covert the given fraction into decimal
1/2
9. Covert the given fraction into decimal
3/4
10. Covert the given fraction into decimal
2/3
Converting fractions into decimals worksheet - Solution
Problem 1 :
Covert the given fraction into decimal
7/25
Solution :
To convert the given fraction into decimal, first we have to check whether the denominator of the fraction is convertible to 10 or 100 using multiplication.
In the given fraction, the denominator is 25 which is convertible to 100 using multiplication by 4
So, we have
Problem 2 :
Covert the given fraction into decimal
17/5
Solution :
In the given fraction, the denominator is 5 which is convertible to 10 using multiplication by 2
So, we have
Problem 3 :
Covert the given fraction into decimal
3/8
Solution :
In the given fraction, the denominator is 8 which is not convertible to 10 or 100 using multiplication, we can convert the given fraction into decimal using long division.
Problem 4 :
Covert the given fraction into decimal
13/8
Solution :
In the given fraction, the denominator is 8 which is not convertible to 10 or 100 using multiplication, we can convert the given fraction into decimal using long division.
Problem 5 :
Covert the given fraction into decimal
3/20
Solution :
In the given fraction, the denominator is 20 which is convertible to 100 using multiplication by 5.
So, we have
3/20 = (3x5)/(20x5) = 15/100 = 0.15
Hence, 3/20 = 0.15
Problem 6 :
Covert the given fraction into decimal
7/10
Solution :
In the given fraction, the denominator is 10.
So, we have
7/10 = 0.7
Hence, 7/10 = 0.7
Problem 7 :
Covert the given fraction into decimal
3/50
Solution :
In the given fraction, the denominator is 50 which is convertible to 100 using multiplication by 2.
So, we have
3/50 = (3x2)/(50x2) = 6/100 = 0.06
Hence, 3/50 = 0.06
Problem 8 :
Covert the given fraction into decimal
1/2
Solution :
In the given fraction, the denominator is 2 which is convertible to 10 using multiplication by 5.
So, we have
1/2 = (1x5)/(2x5) = 5/10 = 0.5
Hence, 1/2 = 0.5
Problem 9 :
Covert the given fraction into decimal
3/4
Solution :
In the given fraction, the denominator is 4 which is convertible to 100 using multiplication by 25.
So, we have
3/4 = (3x25)/(4x25) = 75/100 = 0.75
Hence, 3/4 = 0.75
Problem 10 :
Covert the given fraction into decimal
2/3
Solution :
In the given fraction, the denominator is 3 which is not convertible to 10 or 100 using multiplication.
Now, we have to get the decimal form of the fraction 2/3 using long division method as explained above.
When we do so, we get 2/3 = 0.67 (approximately)
Hence, 2/3 = 0.67
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