How Do You Write 5 9 as a Decimal?

To write 5 9 as a decimal, start by writing 5/9 as a fraction. Then, divide the numerator (5) by the denominator (9). The answer is 0.5555555555555556.

Decimal points are used to divide a number into equal parts. Each part is called a decimal place. The number of decimal places determines how precise the number is. The position of the decimal point also determines the value of the number.

To read a decimal point, you need to first identify the number of decimal places. This is usually easy to do because the decimal point is always in the same place. Once you know how many decimal places there are, you can divide the number into equal parts.

For example, let's say you're looking at the number 12.3456. There are four decimal places. This means that each decimal place is worth 1/10th of the number before it. So, the first decimal place is worth 1/10th of 12, the second decimal place is worth 1/100th of 12, and so on.

Knowing this, you can read the number as follows:

1 2 . 3 4 5 6

The first number, 1, is in the first decimal place. This means it's worth 1/10th of 12, or 1.2. The second number, 2, is in the second decimal place. This means it's worth 1/100th of 12, or 0.02. The third number, 3, is in the third decimal place. This means it's worth 1/1000th of 12, or 0.003. The fourth number, 4, is in the fourth decimal place. This means it's worth 1/10000th of 12, or 0.0004.

Putting it all together, we can read the decimal point as 12.3456, or 1.2 + 0.02 + 0.003 + 0.0004.

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The digit 9 in the decimal number 5 9 has a value of 9 tenths, or 0.9. This digit is in the ones place, so its value is 9 ones, or 9. In other words, the value of the digit 9 in the decimal number 5 9 is 9.

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The digit 5 in the decimal number 5 9 has a value of 5. This is because it is in the ones place, which has a value of 5. The digit 9 has a value of 9. This is because it is in the tens place, which has a value of 10.

Decimals are numbers that are used to represent parts of a whole. Every whole number can be written as a decimal, and decimal numbers can be used to represent fractions. There are three steps involved in adding decimals.

The first step is to line up the decimal points. This is done so that the decimal points are in the same column, and the numbers are directly above each other. The second step is to add the numbers in each column, starting with the ones column and moving to the right. The third and final step is to write the answer, including the decimal point.

Let's take a look at an example. Suppose we want to add the following numbers: 0.42 + 1.386

The first step is to line up the decimal points:

0.42 1.386

The second step is to add the numbers in each column, starting with the ones column. In the ones column, we have 2 + 6 = 8. In the tenths column, we have 4 + 3 = 7. In the hundredths column, we have 0 + 8 = 8. So far, we have 0.478.

The third and final step is to write the answer, including the decimal point. So the answer is 0.478.

Adding decimals is a simple process that just requires a little bit of practice. With a little bit of practice, you'll be able to add decimals like a pro!

Take a look at this: Decimal Form

First, line up the decimal points. Then, begin subtracting as normal, starting with the ones column. Line up the digits in the ones column, and subtract the top number from the bottom number. For example, if you're subtracting 7.35 from 8.79, you would line up the digits like this:

8.79 7.35

Then, you would subtract 5 from 9 to get 4. Next, you would subtract 3 from 7 to get 4. So, the answer would be 0.44.

When subtracting decimals, it's important to line up the decimal points so that you're subtracting the correct digits. If you don't line up the decimal points, you might end up subtracting the wrong digits and getting the wrong answer.

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It is very easy to multiply decimals when you understand the place value system. The number to the right of the decimal point is worth one tenth as much as the number to its left. For example, the number 0.35 has a 3 in the ones place and a 5 in the tenths place. To multiply this by 2, you can simply multiply 3 by 2 to get 6, and then multiply 5 by 2 to get 10. Then, you just need to add the numbers in the ones and tenths place together to get your answer: 6.10.

To multiply decimals by whole numbers, it can be helpful to think of the problem in terms of money. For example, if you wanted to multiply 0.25 by 4, you could think of it as 4 times 25 cents. Then, you would just need to count out 4 times 25 cents to get your answer: 1 dollar.

If you want to multiply two decimals together, it is helpful to use a place value chart. For example, if you wanted to multiply 0.35 by 0.2, you could create a place value chart like this:

As you can see, the number in the ones place (3) is multiplied by the number in the tenths place (2), and the number in the tenths place (5) is multiplied by the number in the hundredths place (0). Then, you just need to add all of the numbers in the ones, tenths, and hundredths place together to get your answer: 0.70.

It is also possible to multiply decimals by Powers of 10. This can be useful if you want to move the decimal point in a number. For example, if you wanted to multiply 0.35 by 10, you could move the decimal point one place to the right in the number to get 3.5. Similarly, if you wanted to multiply 0.35 by 100, you would move the decimal point two places to the right to get 35.

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Decimals can be a tricky concept for students to understand, but once they get the hang of it, it's not so bad. The key is to be able to properly line up the decimal points when performing operations.

To add or subtract decimals, simply line up the decimal points and add or subtract as usual. The decimal point in the answer will be in the same column as the decimal points in the numbers being added or subtracted.

To multiply decimals, first multiply as if there were no decimal points (ignore the decimal points), and then count the number of decimal places in the numbers being multiplied. The answer will have that many decimal places. For example, multiplying 0.35 by 0.02 would give you 0.7 (ignoring the decimal points, this would just be 35 multiplied by 2, which is 70). There are two decimal places in each number being multiplied, so the answer will also have two decimal places. The final answer would therefore be 0.70.

To divide decimals, move the decimal point in the number being divided (the dividend) to the right until there is no decimal point remaining, and then move the decimal point in the number you're dividing by (the divisor) to the right the same number of times. Next, divide as usual. The decimal point in the answer will be in the same column as the decimal point in the dividend.

For example, to divide 0.8 by 0.2, move the decimal point in 0.8 two places to the right to get 8.0, and move the decimal point in 0.2 two places to the right to get 2.0. Now divide 8.0 by 2.0 to get 4.0. The answer will have the decimal point in the same column as the decimal point in the dividend, so the final answer is 0.4.

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The decimal equivalent of 5 9 is 4.6. To convert from a fraction to a decimal, divide the numerator by the denominator. In this case, 5 divided by 9 equals 0.6.

For another approach, see: What Is the Lcm of 6 and 9?