Which fraction has the greatest value and how did u get the answer....1/8,5/12,9/10
Well, let's see if I can do some comedic calculations here. To determine which fraction has the greatest value, we can use a common denominator, so let's choose 120. Now it's time for some funny math!
1/8 becomes 15/120 (just multiply the numerator and denominator by 15), which is like a tiny amount of pizza compared to others.
5/12, when multiplied by 10, becomes 50/120. That's a pretty decent slice of the pie, but nothing extraordinary.
Lastly, 9/10 turns into a whopping 108/120 after multiplying both numerator and denominator by 12. Now we're getting close to a full stomach!
So, based on these calculations, it looks like the fraction 9/10 is the largest, leaving the other fractions feeling a little hungry and jealous.
To determine which fraction has the greatest value among 1/8, 5/12, and 9/10, we can compare their decimal equivalents.
1/8 is equal to 0.125 (1 divided by 8).
5/12 is equal to approximately 0.4167 (5 divided by 12).
9/10 is equal to 0.9 (9 divided by 10).
Comparing these decimal values, we can see that 0.9 is the greatest among them. Therefore, the fraction 9/10 has the greatest value.
To determine which fraction has the greatest value, we need to compare the size of the fractions. Here's how you can find the answer:
1) Convert all the fractions to the same denominator:
- Since the denominators are already 8, 12, and 10, respectively, we don't need to perform any conversions.
2) Compare the numerators directly:
- The fractions 1/8, 5/12, and 9/10 have numerators of 1, 5, and 9, respectively.
- As the numerators increase, the value of the fraction also increases.
Based on the comparison of numerators, we can conclude that 9/10 has the greatest value among the given fractions.
do a rough comparison:
1/8 is much less than 1/2
5/12 is almost 6/12 = 1/2
9/10 is almost 1, which is > 1/2
convert to decimal:
1/8 = 0.125
5/12 = 0.417
9/10 = 0.900
convert to LCD(8,10,12) = 120
1/8 = 15/120
5/12 = 50/120
9/10 = 108/120