Is 3 8 or 5 16 bigger?
Comparing fractions: Fractions can be compared when they have a common denominator. For instance, 5/16 inches and 3/8 inches are two measurements on a ruler. In order to compare the two fractions, they must have a common denominator, 16. 3/8 is larger than 5/16.
Is 3 8 bigger or smaller than 3 4?
3 4 > 3 8 Fourths are larger than eighths, so three fourths is greater than three eighths.
Is there a size between 3 8 and 7 16?
Your answer: 13/32 is smack-dab in the middle of ’em! Done. The difference between 3/8 and 7/16 is 1/16.
Which fraction is bigger?
When comparing fractions, remember that the numerator is the top number and the denominator is the bottom number. With the same denominator, the larger numerator means a larger fraction. With the same numerator, the smaller denominator means a larger fraction.
Is 7 8 or 5 6 larger?
For example, returning to the Jack and Stella problem, a student using residual reasoning might say that 7 8 is greater than 5 6 , because both fractions are one piece away from the whole, and since eighths are smaller pieces than sixths, 7 8 is closer to the whole unit than 5 6 , so 7 8 is greater (see Figure 4).
What fraction of a day is 6 hours?
Answer: 6 hours is 1/4 of a day.
Which is bigger 5 by 7 or 3 by 4?
Therefore, 3/4 is greater than 5/7 and the answer to the question “Is 3/4 greater than 5/7?” is yes.
Is 2^10 greater than 23/100?
The fraction 23/100 is larger than 2/10. In mathematics, fractions are a way to represent numbers that are not whole numbers. A fraction consists of two parts: a numerator and a denominator.
Which is greater, 1 /- 3 or 1 4?
A fraction with the same numerator (number on top) as another but with a smaller denominator (number on bottom) is a larger number. For example 1/2 is bigger than 1/3 which is bigger than 1/4, etc. That is because if you divide 1 by 2, you get 0.5 but 1 divided by 3 is only 0.333 and 1 divided by 4 is only 0.25.
Is 5 16 the same as 8mm?
6mm = almost 1/4 inch. 7mm = almost 9/32 inch (= a bit over 1/4 inch) 8mm = 5/16 inch. 9mm = almost 3/8 inch.
What is the largest fraction?
7/8 is the largest fraction. Since denominator and numerator have a difference of 1, the fraction with the largest numerator is the largest function.
Is 4 5 bigger or 6 8?
1/4 is bigger than 1/5 so 4/5 is bigger than 6/8 because it has a smaller amount left to get to the whole.
Which is greater, 7, 8 or 1?
Step-by-step explanation: 1 is bigger than 7/8 because if we divide 7 by 8 we will get answer as 0.875 and it is smaller than 1.
Is lesser or greater than?
The symbol used to denote greater than is “ >” and for less than is “<”.
What fraction is smallest?
The fraction with the smallest numerator is the smallest fraction. The fraction with the greatest numerator is the greatest fraction.
Which fraction is bigger between?
As long as the denominators are the same, the fraction with the greater numerator is the greater fraction, as it contains more parts of the whole. The fraction with the lesser numerator is the lesser fraction, as it contains fewer parts of the whole.
Is 3/8 larger than 5/16?
Is 6/16 larger than 5/16?
Which fraction is greater 5/16 or 3/8?
Is 5/16 greater than 1/8?
It’s like comparing apples and oranges, right? We need a common ground to compare them. That’s where finding a common denominator comes in.
Finding Common Ground
Think of it like trying to compare two pieces of cake, but one is cut into 16 slices and the other into 8 slices. It’s tough to say which is bigger just by looking at the numbers!
So, we need to find a way to cut both cakes into the same number of slices. In this case, we want to find the least common multiple (LCM) of 16 and 8.
The LCM is the smallest number that both 16 and 8 divide into evenly. Luckily, 16 is already a multiple of 8.
The Great Transformation
To make the denominator of 3/8 equal to 16, we need to multiply both the numerator and denominator by 2:
(3/8) * (2/2) = 6/16
Now we have:
5/16 vs. 6/16
The Verdict
With the same denominator, we can compare the numerators directly. 6 is greater than 5.
Therefore, 5/16 is not longer than 3/8. In fact, 3/8 is actually greater than 5/16.
Visualizing Fractions
Think of it this way: Imagine a pizza cut into 16 slices. 5/16 represents 5 slices out of 16. Now imagine another pizza cut into 8 slices. 3/8 represents 3 slices out of 8. Since the 8-slice pizza is cut into bigger pieces, 3/8 represents a larger portion than 5/16.
Beyond Fractions: A Quick Look at Decimals
You can also compare fractions by converting them into decimals.
5/16 is approximately equal to 0.3125.
3/8 is equal to 0.375.
Again, we see that 0.375 is greater than 0.3125, confirming that 3/8 is bigger than 5/16.
FAQs
Q: Why is it important to have a common denominator?
A: It allows us to compare the size of the fractions directly by looking at the numerators. It’s like comparing apples to apples, not apples to oranges!
Q: Is there a shortcut to finding the least common multiple?
A: Sometimes, you can spot the LCM by looking at the denominators. If one denominator is a factor of the other, the larger denominator is the LCM. For example, in our case, 16 is a multiple of 8, so 16 is the LCM.
Q: What if the denominators don’t have a common factor?
A: If the denominators don’t share a common factor, you need to find the least common multiple (LCM) by multiplying the two denominators. For instance, if you had 1/3 and 1/5, the LCM would be 15 (3 * 5 = 15). Then, you would multiply the numerator and denominator of each fraction by the appropriate factor to get the same denominator of 15.
Q: Why do we need to multiply both the numerator and the denominator by the same number?
A: Multiplying both by the same number is like multiplying by 1, which doesn’t change the value of the fraction. It’s just a way to rewrite the fraction in a different form that allows for easier comparison.
Q: Can I use a calculator to compare fractions?
A: You can definitely use a calculator to convert fractions to decimals, which can be a helpful way to compare them. However, understanding the process of finding common denominators is essential for building a solid foundation in fractions.
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