Preparation for fraction
Introduction:
In this article we shall discuss about preparation for fraction. Here, fraction is also denoted as division of a whole. A fraction is can be creation over to a decimal all through dividing the upper digit, or numerator, during the lower digit, or denominator. Fractions are as an alternative of as ratios, and significance for fraction which is one of the main math processes. Thus the fractions `6/7` are also used to point out the ratio 6:7 and the fractions 6 ÷ 7 as well.
Example problems based on how to preparation for fraction:
The example problems based on how to preparation for fraction are given below that,
Solution:
Step 1:
Here, 349 divide by 12 is meant by `349/12.`
Step 2:
Now, 349 divide by 12 is given below that,
Here, using long division method. So, long division method is shown given below that,
29.083
12)349 [349 > 12, now divide `349/12` ]
348 [(hint: 29 × 12 = 348)]
10 [1 < 12, so add one zero]
100 [10 < 12, so add one zero]
96 [(hint: 8 × 12 = 96)]
40 [4 < 12, so add one zero]
36 [(hint: 3 × 12 = 36)]
4
Step 3:
The final answer is 29.083
Solution:
Step 1:
Here, 452 divide by 9 is meant by `452/9.`
Step 2:
Now, 452 divide by 9 is given below that,
Here, using long division method. So, long division method is shown given below that,
50.22
9)452 [452 > 9, now divide `452/9` ]
450 [(hint: 50 × 9 = 450)]
20 [2 < 9, so add one zero]
18 [(hint: 2 × 9 = 18)]
20 [2 < 9, so add one zero]
18 [(hint: 2 × 9 = 18)]
2
Step 3:
The final answer is 50.22
Practice problems based on how to preparation for fraction:
The practice problems based on how to preparation for fraction are given below that,
Answer: The final answer is 21.44
Answer: The final answer is 19.2
Answer: The final answer is 86.5
I like to share this Fraction Calculator and Divide Fractions with you all through my blog.
In this article we shall discuss about preparation for fraction. Here, fraction is also denoted as division of a whole. A fraction is can be creation over to a decimal all through dividing the upper digit, or numerator, during the lower digit, or denominator. Fractions are as an alternative of as ratios, and significance for fraction which is one of the main math processes. Thus the fractions `6/7` are also used to point out the ratio 6:7 and the fractions 6 ÷ 7 as well.
Example problems based on how to preparation for fraction:
The example problems based on how to preparation for fraction are given below that,
- Example 1:
Solution:
Step 1:
Here, 349 divide by 12 is meant by `349/12.`
Step 2:
Now, 349 divide by 12 is given below that,
Here, using long division method. So, long division method is shown given below that,
29.083
12)349 [349 > 12, now divide `349/12` ]
348 [(hint: 29 × 12 = 348)]
10 [1 < 12, so add one zero]
100 [10 < 12, so add one zero]
96 [(hint: 8 × 12 = 96)]
40 [4 < 12, so add one zero]
36 [(hint: 3 × 12 = 36)]
4
Step 3:
The final answer is 29.083
- Example 2:
Solution:
Step 1:
Here, 452 divide by 9 is meant by `452/9.`
Step 2:
Now, 452 divide by 9 is given below that,
Here, using long division method. So, long division method is shown given below that,
50.22
9)452 [452 > 9, now divide `452/9` ]
450 [(hint: 50 × 9 = 450)]
20 [2 < 9, so add one zero]
18 [(hint: 2 × 9 = 18)]
20 [2 < 9, so add one zero]
18 [(hint: 2 × 9 = 18)]
2
Step 3:
The final answer is 50.22
Practice problems based on how to preparation for fraction:
The practice problems based on how to preparation for fraction are given below that,
- Problem 1:
Answer: The final answer is 21.44
- Problem 2:
Answer: The final answer is 19.2
- Problem 3:
Answer: The final answer is 86.5
I like to share this Fraction Calculator and Divide Fractions with you all through my blog.