What is the Sum of 1 1/2 1/4 1/8 and One Quarter? When it comes to adding fractions, you need to find a common denominator before you can add the numerators together. In this case, the lowest common denominator is 8. So, we need to convert 1 1/2 and 1/4 into eighths. 1 1/2 becomes 3/8 (because 3 x 2 = 6, which is half of 12) and 1/4 becomes 1/8 (because 1 x 8 = 8).

Now that we have like terms, we can add the fractions together: 3/8 + 1/8 = 4/8. And finally, we need to convert our answer back into quarters because that was our original units. Since there are two eighths in a quarter (2 x 8 = 16), we divide 4 by 2 to get our final answer of 2 quarters or ½ .

**What is the sum of the infinite geometric sequence ½ ¼ 1 8?**

An infinite geometric sequence is a sequence where each successive element is the previous element multiplied by a common ratio. In the case of ½ ¼ 1 8, the common ratio is ½. To find the sum of an infinite geometric sequence with a common ratio less than one, you take the limit as n goes to infinity of the following: (a1)(1-rn)/(1-r). In our example, this would be (½)(1-½n)/(1-(½)). This ends up equaling 2/3.

**What is the sum of ½ and ¼?**

When working with fractions, it is often helpful to convert all fractions to have a common denominator. In this case, the sum of ½ and ¼ can be found by converting both fractions to eighth fractions:

½ becomes 1/8 (multiply numerator by 2, multiply denominator by 2)

¼ becomes 1/8 (multiply numerator by 4, multiply denominator by 4)

The sum of these two fractions is therefore 2/8.

**What is the sum of 1/4 and 1/8 in fraction form?**

**What is ¼ plus ¼?**

**What is ¼ called?**

If you’re a math enthusiast, or just looking to brush up on your fractions, this post is for you! We’ll be discussing what the fraction ¼ is called, as well as some interesting facts about this number.

The fraction ¼ is also known as one quarter, or four quarters. This fraction is used in many everyday situations, such as when we divide something into four equal parts. For example, if we have a pizza and want to divide it evenly between four people, each person would get one quarter of the pizza.

Interestingly, the fraction ¼ appears in the mathematical constant pi (3.14159…). Pi is the ratio of a circle’s circumference to its diameter, and can be approximated by dividing a circle’s circumference by 4 times its radius. So when we say that pi is equal to 3.14159…, we are really saying that pi is equal to 3 and 14159 divided by 4!

Now that we know a little bit more about the fraction ¼, let’s move on to some fun facts! Did you know that one quarter can be written as 1/4? And that four quarters can be written as 4/4? These two fractions are actually equivalent – they both represent the same amount!

Another fun fact is that the fraction ¼ can be used to represent 25% (25% = 1/4). This is because 25% means “out of 100,” and we can think of this as saying “1 out of 4.” So, when we see a percentage like 25%, we know that it can also be written as a fraction – in this case, ¼.

We hope you enjoyed learning about the fraction ¼! Be sure to check back soon for more posts on all things math-related.

**Which is bigger 1/8 or ¼?**

If you’re anything like me, you’ve probably found yourself wondering which is bigger 1/8 or ¼ at some point in your life. Well, wonder no more! I did a little bit of research and here’s what I found out.

It turns out that 1/8 is actually bigger than ¼. To be precise, 1/8 is 0.125 and ¼ is 0.25, so 1/8 is larger by 0.125.

Why does this matter? Well, it might not seem like a big deal but when you’re dealing with fractions, every little bit counts! So next time you’re trying to figure out which fraction is bigger, remember that 1/8 > ¼.

**What is smaller a 1/8 or a quarter?**

**Is ¼ smaller than ⅜?**

There’s a lot of debate over whether ¼ is smaller than ⅜, and there’s no easy answer. It really depends on how you’re looking at it.

If you’re looking at the fractions themselves, then yes, ¼ is smaller than ⅜. But if you’re looking at what those fractions represent, it’s not so clear.

Let’s say you have two pieces of candy, one that’s ¼ of a pound and one that’s ⅜ of a pound. The ¼ pound candy is obviously smaller, but does that mean it’s better? Not necessarily. The bigger piece has more flavor and will last longer, so it might be the better choice overall.

It really comes down to what you’re looking for in your candy (or anything else!). If you want something small and cute, go with ¼. If you want something big and bold, go with ⅜.

**What is 1/8th is a decimal?**

When we talk about fractions, we are talking about a part of a whole. In other words, when we have a fraction like 1/8, we are talking about one out of eight equal parts. So what is 1/8th as a decimal?

As a decimal, 1/8th is 0.125. This means that if we were to divide something into 8 equal parts, 1/8th would be one of those parts and would be worth 0.125 or one-eighth.

It can be helpful to think of fractions as division problems. So when we see the fraction 1/8, we can think of it as asking “how many times does 8 go into 1?” The answer to that is 0.125 (or one-eighth).

Another way to look at it is that fractions are like percentages, but with smaller numbers. For example, 50% means half and 100% means the whole thing. So if we take 50% and divide it by 100%, we get back the fraction 1/2 (or half). Similarly, if we take 100% and divide it by 8%, we get back the fraction 1/8 (or one-eighth).

So there you have it! Now you know what 1/8th is as a decimal.

**What is 1 inch and 1/8 as a decimal?**

When working with fractions, it is sometimes necessary to convert them to decimals for ease of use. In order to do so, divide the numerator by the denominator. In this case, that would give you 1 divided by 8 which equals 0.125. So in decimal form, 1 inch and 1/8 is 0.125.

It can be helpful to use a calculator or other tool when converting fractions to decimals, especially if the fraction is more complex than this one. However, it is still important to know how to do it by hand in order to check your work or do quick calculations without aid.

**What is 1 and 1/8th as a decimal?**

**What is 1/12 in a decimal?**

When we divide 1 by 12, we are looking for how many times 12 goes into 1. We can write this division as a fraction, with 1 on top and 12 on the bottom:

1/12

To turn this division into a decimal, we need to find how many times 12 goes into 1. We can do this by using a place value chart.

We know that 12 goes into 1 once, with 0 left over. So, the answer is 0.08333… This number goes on forever because 12 will always go into 1 one time with 0 left over!

**Conclusion**

We hope this blog post “What is the Sum of 1 1/2 1/4 1/8 and One Quarter?” has helped clear up any confusion you may have had. If you have any further questions, feel free to reach out to us and we would be happy to help!

Hey, check out:** How to Convert Repeating Decimals Into Fractions**

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