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Arrange the following fractions in descending order.
5/50, 1/50, 50/50
- a)5/50>50/50>1/50
- b)50/50>5/50>1/50
- c)50/50>5/50>50/50
- d)All of these
Correct answer is option 'B'. Can you explain this answer?
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Arrange the following fractions in descending order.5/50, 1/50, 50/50...
When the denominators are the same, then the fraction with the greater numerator is greater.
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Arrange the following fractions in descending order.5/50, 1/50, 50/50...
Arranging fractions in descending order
To arrange fractions in descending order, we need to compare their values and order them from largest to smallest. Let's compare the given fractions and determine their order.
Comparing the fractions
1. 5/50: This fraction can be simplified by dividing both the numerator and denominator by their greatest common divisor, which is 5. So, 5/50 simplifies to 1/10.
2. 1/50: This fraction cannot be simplified further.
3. 50/50: This fraction represents the whole, which is equal to 1.
Arranging the fractions
Now that we have simplified the first fraction and compared their values, let's arrange them in descending order.
1. 1/10 (simplified form of 5/50)
2. 1/50
3. 50/50 (which is equal to 1)
Understanding the correct answer
Based on the comparison and arrangement of the fractions, we can see that the correct answer is option 'B' - 50/50 > 5/50 > 1/50. This means that the fraction 50/50 is the largest, followed by 5/50, and finally 1/50 is the smallest.
Summary
In summary, when arranging fractions in descending order, it is essential to compare their values. By simplifying the fractions and comparing them, we can determine their order. In this case, the correct order is 50/50 > 5/50 > 1/50.
To arrange fractions in descending order, we need to compare their values and order them from largest to smallest. Let's compare the given fractions and determine their order.
Comparing the fractions
1. 5/50: This fraction can be simplified by dividing both the numerator and denominator by their greatest common divisor, which is 5. So, 5/50 simplifies to 1/10.
2. 1/50: This fraction cannot be simplified further.
3. 50/50: This fraction represents the whole, which is equal to 1.
Arranging the fractions
Now that we have simplified the first fraction and compared their values, let's arrange them in descending order.
1. 1/10 (simplified form of 5/50)
2. 1/50
3. 50/50 (which is equal to 1)
Understanding the correct answer
Based on the comparison and arrangement of the fractions, we can see that the correct answer is option 'B' - 50/50 > 5/50 > 1/50. This means that the fraction 50/50 is the largest, followed by 5/50, and finally 1/50 is the smallest.
Summary
In summary, when arranging fractions in descending order, it is essential to compare their values. By simplifying the fractions and comparing them, we can determine their order. In this case, the correct order is 50/50 > 5/50 > 1/50.
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