Rounding Fractions Rounding Fractions A Whole number is a member of set of Positive integers and can be 0 . These are those numbers which children learn in their initial days of Schooling, the only difference between whole numbers and natural numbers is of 0 which is also added in the list of whole numbers.
Whole numbers consist of zero, Positive integers, in general they are also called as Counting numbers. Any number in the form of fraction and Decimal will not be a whole number. Rules for Converting Fractions:
1. Convert fraction value from the improper fraction to the mixed fraction 2. Check if the fraction value is less than ½ , then keep the Whole Number value same and it will be the round off value 3. Check if the fraction value is greater than ½ , then add 1 in the whole number and drop the fraction number , that will be the result value . Know More About Inverse Laplace Of S Tutorcircle.com
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Example 1: Find the round off value of 7/2? Solution: First convert it into mixed fraction which is 3 1/2 Now check if ½ is equal to ½, so the result will be 3. Example 2: Find the round off value of 8/3? Solution: 2 2/3, here 2/3<1/2 4=4 So result will be 2. Example 3: Find the round off value of 4 2/5? Solution: 2/5 <1/2 4<5 Result will be 4. Example 4: Find the round off value of 25 1/7? Solution: 1/7 <1/2 2<7 Result will be 26. Example 5: Find the round off value of 53 2/3? Solution: 2/3 >1/2 Read More About How To Learn Calculus
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4>3 Result will be 54. Example 6: Find the round off value of 33 2/5? Solution: 2/5 <1/2 4<5 Result will be 33. Now follow the step 2, in this fraction value 2/7 is less than to the ½, so the result will be 2. Or in other way according to the first step we can get result of 16/7 to solve this, the result will be 2.28 In this result we have .28 and that is less than the ½ that means no change in whole number, so the answer is 2. Like this we can solve any type of fraction value easily.
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