# Is 7/64 Bigger Than 1/8

**Yes, 7/64 is bigger than 1/8. This can be seen by comparing the numerical values of both fractions. 7/64 = 0.109375 and 1/8 = 0.125. ****Since 0.109375 is less than 0.125, then it follows that 7/64 must be smaller than 1/8 when written as a fractional form of comparison**, with the numerator representing how many parts are being taken and the denominator representing what each part represents in terms of size or value relative to each other fraction being compared.

**The answer is yes, 7/64 is bigger than 1/8. This can be seen by converting both fractions into the decimal form**: 7/64 = 0.109 and 1/8 = 0.125. As you can see, the decimal for 7/64 (0.109) is smaller than the decimal for 1/8 (0.125), indicating that 7/64 is larger than 1/8 when expressed in the fractional form!

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## Which is Greater 1 8 And 7 8?

**The answer to the question of which is greater, 1 8 or 7 8, lies in understanding how fractions work.** To determine which fraction is larger, both fractions must be written in their simplest form. When we do this for each fraction, we find that both are equal – they have the same denominator and numerator (1/8 = 7/8). **This means that neither one is actually “greater” than the other; they are simply equivalent numbers that represent different parts of a whole.**

## What’s Bigger Than 1 8Th?

**1/8th is a fraction of a whole, so anything that is greater than 1/8th would be bigger. **For example, if you had 8 pieces of cake and divided them into 8 equal parts, each part would be 1/8th of the whole. If you wanted to cut up those same 8 pieces of cake into larger slices, by cutting it into 4 even parts instead for instance, then each piece would now be bigger than 1/8th since it has more cake in it. **You can use this concept to compare any two fractions; whatever has more value will always be larger than what has less value.**

## What is between 1 8 And 9 64?

**The answer to the question of what is between 1 8 and 9 64 would be 4 32**. **This fraction can also be written as a decimal, which would be 0.125 or one-eighth**. It is important to note that fractions are just another way of expressing numbers in a more simplified form, as they allow us to express large amounts without writing out every single number in its entirety. In this case, **4 32 represents the same value as 1 8 but with fewer digits written out – instead of writing out “one eighth,” we can simply write down 4 32 and still have the same numerical value expressed! ****This makes working with fractions much easier than trying to work with decimals all the time:** not only does it make calculations simpler, **but it also allows us to identify equivalent fractions more without having to do any extra math.**

## Which Fraction is Bigger?

**When it comes to comparing fractions, the answer depends on what type of fraction you are talking about**. There are three main types of fractions: proper, improper, and mixed. A proper fraction is one where the numerator (the top number) is less than the denominator (the bottom number), for example, 1/2 or 3/4.

An improper fraction is when the numerator is greater than or equal to the denominator like 5/3 or 8/8. Finally, a mixed fraction has both an integer and a proper fraction combined together such as 2 1/2 or 4 3/7. To determine which of the two fractions is bigger, **we need to compare their values by converting them into equivalent fractions with common denominators first. **

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## Conclusion

**In conclusion, 7/64 is not bigger than 1/8. Although it looks like 7/64 is larger because the denominator is a higher number, fractions are compared by looking** at the numerators in relation to each other and seeing which one has a greater value. In this case, both numbers have an equal numerator of seven so they cannot be compared to each other and neither can be said to be bigger or smaller than the other.