Why is body temperature written in decimals and not fractions? The answer is based on how temperature is usually expressed. For instance, if you are buying something, it is written in decimals. That’s because it is less than a half-degree Celsius. On the other hand, if the temperature is 98.6 degrees Celsius, then it is 98.6 degrees Celsius.

**The easiest way to remember why your body temperature is written in decimals and not fractions?**

The easiest way to remember why your body temperature is written in decimals and not fractions is to know how to convert the decimal to a fraction. To do this, start by converting the decimal to a number that you know. For example, 0.5 is half an inch, whereas 0.25 is a quarter. A third is equal to 0.3333. You can also use decimals to convert percentages.

**Why do we use decimals instead of fractions?**

Fractions are used to represent a part of a whole, whereas decimals are used to represent a part of a whole or a part of a unit. Decimals are more versatile and can be used in more situations than fractions. For example, 3/4 can be written as 0.75.

**Why do we record 1 decimal place for temperature?**

There are a few reasons why we record temperature to 1 decimal place. The first reason is that temperature changes relatively slowly. For example, if the temperature outside is 21 degrees Celsius, it is very unlikely that it will jump to 22 degrees within a few seconds.

The second reason is that we have a lot of other information to pay attention to, so we want to make sure that the temperature reading is not going to change too much.

Third reason is that 1 decimal place is a good compromise between accuracy and simplicity. If we recorded temperature to 2 decimal places, we would have to be more careful about rounding, and it would be more difficult to compare temperatures.

## Can temperature be in decimals?

Yes, temperature can be in decimals. For example, the freezing point of water is 0°C or 32°F, and the boiling point of water is 100°C or 212°F.

## Why is a fraction more accurate than a decimal?

A fraction is more accurate than a decimal because a fraction expresses a number as a division of two integers, while a decimal expresses a number as a division of two decimals. For example, the fraction 1/2 is more accurate than the decimal 0.5 because 1/2 expresses the number as a division of two integers (1 and 2), while 0.5 expresses the number as a division of two decimals (0 and 5).

Another reason why a fraction is more accurate than a decimal is because a fraction can be reduced to its lowest terms, while a decimal cannot. For example, the fraction 2/4 can be reduced to 1/2, which is a more accurate representation of the number than the decimal 0.5.

Finally, fractions are more accurate than decimals because fractions can be converted to decimals and vice versa, while decimals cannot be converted to fractions. For example, the fraction 1/2 can be converted to the decimal 0.5, but the decimal 0.5 cannot be converted to the fraction 1/2.

## What is the difference between decimals and fractions?

A decimal is a number that represents a fraction where the denominator is a power of ten. For example, the decimal 0.5 represents the fraction 1/2, because 1/2 = 0.5.

A fraction is a number that represents a division of two integers. For example, the fraction 1/2 represents the division of 1 by 2, which is equal to 0.5.

## What are the advantages of decimals?

What are the advantages of decimals? Decimals are advantageous because they allow for greater precision than whole numbers. For example, if someone were measuring the length of a room using a ruler, they could more accurately express the length of the room as 10.5 feet rather than 10 or 11 feet.

Decimals also make it easier to perform certain calculations, such as finding averages. If a class has earned the following grades on a test: 80, 90, 95, and 100, the average score can be more easily calculated as (80+90+95+100)/4=92.5.

## How do we use fractions and decimals in everyday life?

We use fractions and decimals every day without even realizing it. For example, when we cook we often use fractions and decimals. When a recipe calls for 1/2 a cup of sugar, we are using a fraction. If we want to halve a recipe, we use 1/2 as a decimal. When we go to the store, we often see prices listed as fractions or decimals. For example, $2.50 is a decimal and so is $4.99. We also use fractions and decimals when we measure things.

For example, if something is 9 1/2 inches long, we are using a fraction. When we drive, we use fractions and decimals when we measure distance. For example, if we are driving on the highway and we see a sign that says the next exit is 3/4 of a mile away, we are using a fraction. In short, we use fractions and decimals all the time in our everyday lives!

## Why is it important in the healthcare field to understand the use of decimals?

Decimals are used in many different ways in healthcare. They are used to track medication dosages, laboratory results, and many other things. It is important to be able to understand and use decimals so that you can accurately and safely care for patients.

## What is fraction in real life?

A fraction is a number that represents a part of a whole. In other words, it is a number that represents a division of something. For example, if you have a pizza and you want to divide it into four equal parts, each part would be one fourth, or one quarter, of the pizza.

Fractions can be written using numbers, words, or symbols. For example, the fraction one fourth can be written as 1/4, 1 ÷ 4, or 1:4. Fractions are used in everyday life to describe partial amounts. For example, when buying a bag of candy that contains 10 pieces, you might say that you want 3/4 of the bag, or 3 pieces of candy. You can also use fractions to describe how much time has passed. For example, if an event lasted for two hours and 30 minutes, you could say it lasted for 2 1/2 hours.

They are also used in math and science. For example, when finding the average of a group of numbers, you add up all the numbers and then divide by the number of items in the group. This division is represented by a fraction, with the number of items in the group being the denominator and the sum of the numbers being the numerator. In science, fractions are used to represent very small or very large numbers. For example, the number 0.000001 can be written as 1/1,000,000.

## What is interesting about fractions and decimals?

Fractions and decimals are both interesting and useful in many ways. For one, they can help us understand and work with numbers that are not whole. They can also help us understand and work with more complex numbers, such as those with large exponents. Additionally, fractions and decimals can help us understand and work with numbers in different ways, such as when we need to find a number‘s reciprocal or take its square root.

## What is the most important thing about decimals?

Decimals are a way of representing fractions of a whole number. They are an important part of mathematics and are used in everyday life. Decimals are used when we need to divide something up into equal parts, such as when we are measuring or sharing something.

For example, when we measure something like length, we often use decimals. The standard unit of length is the metre, and one metre is equal to 100 centimetres. This means that we can represent any length using decimals. For example, if we wanted to measure the length of a table, we could say that it is two metres long (2.0 m).

Decimals are also used when we are dealing with money. Most currencies are divided into units of 100, which means that we need to use decimals when we are dealing with them. For example, if we wanted to buy a new computer that costs $1,200, we would say that we are spending twelve hundred dollars (12.00).

There are many other examples of when decimals are used in everyday life. Decimals are an important part of our lives and we use them all the time, even if we don’t realise it!

## Who invented fractions?

The first recorded use of the word “fraction“ in English comes from the 13th century, meaning “a breaking,” from the Latin fractus, past participle of frangere, “to break.”

Fractions were used by the Egyptians thousands of years ago, but they didn‘t have a symbol for the fractional part. The Egyptians had symbols for two, three, four, and five, but they didn‘t have a symbol for one–half, one–third, or one–fourth.

The first symbol for a fraction was used by the Greek mathematician Euclid around 300 BC. He used a horizontal line to represent a fraction. For example, he would write 1/4 as a line with a one over it and a four under it.

Romans used a similar method, but they would write the fraction above the line and the whole number below the line. So, 1/4 would be written as I ̅ IV ̅.

The modern symbols we use today for fractions were first used in the 1500s by the French mathematician François Viète. He used the symbols we still use today: a fraction line with a numerator over it and a denominator below it. So, 1/4 would be written as 1/4.

## What is 0.12 as a fraction?

0.12 as a fraction is 12/100. It can also be written as 3/25 or 6/50.

**Conclusion**

Fractions and decimals are interesting and useful in many ways. Decimals are a way of representing fractions of a whole number, and they are used in everyday life. The most important thing about decimals is that they help us understand and work with numbers that are not whole.

Hey also do not forget to check out our: **How to Find Out What is Half of 3/4?**

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