1/8 converted to decimal

0.05

67.5 to fraction

You can convert decimal to fraction using the place value.example 0.5 the place value of 0.5 is tenth, so it will be 5/10 or 1/2

To answer this question, you first have to understand some terminology and how decimals work. For instance, 0.123. Some people would read this as " zero point one two three", however the correct way to read 0.123 is " one-hundred twenty-three thousandths." The 1 is in the tenths place, the two is in the hundredths place and the three is in the thousandths place.

To turn a decimal into a fraction you simply look at the largest "place" it has, and divide the shown number by that "place." for instance, we will look at 0.22. The furthest "place" this goes to is the hundredths place. So the fraction would be (22/100). So now we see that both 22 and 100 are divisible(able to be divided) by 2. So the simplified fraction of 0.22 is (11/50)

another example would be 0.175. The largest "place" this goes to is the thousandths place, so this fraction would be (175/1000). So now we see both numbers are divisible by 25. So the simplified fraction of 0.175 is (7/40)

To turn a decimal into a fraction you simply look at the largest "place" it has, and divide the shown number by that "place." for instance, we will look at 0.22. The furthest "place" this goes to is the hundredths place. So the fraction would be (22/100). So now we see that both 22 and 100 are divisible(able to be divided) by 2. So the simplified fraction of 0.22 is (11/50)

another example would be 0.175. The largest "place" this goes to is the thousandths place, so this fraction would be (175/1000). So now we see both numbers are divisible by 25. So the simplified fraction of 0.175 is (7/40)

Step 1. Write your decimal number down - I'll use three examples; example

**1.33**; example 2.**2.357**, example 3,**2.1**Step 2. The total of numbers after the decimal point will tell you what your fraction is. So;**Ex 1**:__1.33__- how many numbers after the decimal point -**2**, so your deciaml will be a fraction of 1**00**1.33 becomes 1 and 33/100 in fractions**Ex 2**:__2.357__- how many numbers after the decimal point -**3**so your decimal will be a fraction of 1**000**2.357 becomes 2 and 357/1000**Ex 3:**__2.1__- how many numbers after the decimal point**1,**so your deciaml will be a fraction of 1**0**2.1 becomes 2 and 1/10**Step 3**: Always reduce your fraction to the smallest form, eg. 2.2 become 2 & 2/10 becomes 2 & 1/5 I hope this helpsYou turn a decimal into a fraction by recognizing the place value of the digits of the decimal number.

Examples

.06 = 6/100

.125 = 125/1000

Once you have a fraction like this, you may have to reduce it. In general, this is possible only if the numerator is divisible by 2 or 5. (This is true because the powers of 10 in the denominator are only divisible by 2 or 5.)

6/100 = (3*2)/(50*2) = 3/50

125/1000 = (1*125)/(8*125) = 1/8

_____

If the decimal is a repeating decimal, the process is slightly trickier. For this, you put the repeating portion of the decimal over a string of 9s with the same number of digits.

Examples

.3333... = 3/9 = 1/3

.1111... = 1/9

.4444... = 4/9

.1818... = 18/99 = 2/11

.142857142857... = 142857/999999 = 1/7

Once you learn to recognize repeating 3 as 1/3 and repeating 6 as 2/3, you can solve these, as well. (Note there is a non-repeating portion ahead of the repeating portion.)

.16666... = (16 2/3)/100 = 50/300 = 1/6

.83333... = (83 1/3)/100 = 250/300 = 5/6

Examples

.06 = 6/100

.125 = 125/1000

Once you have a fraction like this, you may have to reduce it. In general, this is possible only if the numerator is divisible by 2 or 5. (This is true because the powers of 10 in the denominator are only divisible by 2 or 5.)

6/100 = (3*2)/(50*2) = 3/50

125/1000 = (1*125)/(8*125) = 1/8

_____

If the decimal is a repeating decimal, the process is slightly trickier. For this, you put the repeating portion of the decimal over a string of 9s with the same number of digits.

Examples

.3333... = 3/9 = 1/3

.1111... = 1/9

.4444... = 4/9

.1818... = 18/99 = 2/11

.142857142857... = 142857/999999 = 1/7

Once you learn to recognize repeating 3 as 1/3 and repeating 6 as 2/3, you can solve these, as well. (Note there is a non-repeating portion ahead of the repeating portion.)

.16666... = (16 2/3)/100 = 50/300 = 1/6

.83333... = (83 1/3)/100 = 250/300 = 5/6

Converting decimals into fractions is easy once you've gotten a grasp of the basic rules. Here's how you can learn the practice of converting:

In order to convert a decimal into a fraction, all you have to do is change the decimal into a numerator, that is, the number which is situated on the top in a fraction. To decide what the denominator will be, you simply have to put as many zeroes as the number of decimal places in the numerator. For example, 0.25 if turned into a fraction would be 25/100 which is equals to ¼ when simplified and you have obtained your corresponding fraction. To turn the fraction back into a decimal is even simpler. All you have to do is simply perform the division process between the denominator and numerator – ¼ equals to 0.25.

In order to convert a decimal into a fraction, all you have to do is change the decimal into a numerator, that is, the number which is situated on the top in a fraction. To decide what the denominator will be, you simply have to put as many zeroes as the number of decimal places in the numerator. For example, 0.25 if turned into a fraction would be 25/100 which is equals to ¼ when simplified and you have obtained your corresponding fraction. To turn the fraction back into a decimal is even simpler. All you have to do is simply perform the division process between the denominator and numerator – ¼ equals to 0.25.

How to turn a decimal to a fraction is 1/10 is 10 2 /10 is 20 and on and on now 1/2 is 50 so 2/2 is 100 now 1/3 is 33 1/3 so 2 /3 is 66 1/3 and 3/3 is 99 1/3

The solution is very easy. You need to remember only one rule for it.

For example a figure of fraction is 5.632. Here to turn it into decimal you can remove the fraction and add as many zeros as numbers in the right side of the fraction. The solution is

5632/1000

For example a figure of fraction is 5.632. Here to turn it into decimal you can remove the fraction and add as many zeros as numbers in the right side of the fraction. The solution is

5632/1000

Change 6.7 to a fraction please

You can use a calculator and divide numerator by denominator or GAY

-0.4

Convert .093 to fraction

Use your knowledge of place value to write it in expanded form, and add it up.

Example

.123 = 1/10 + 2/100 + 3/1000

= 100/1000 + 20/1000 + 3/1000 = 123/1000

Example

.123 = 1/10 + 2/100 + 3/1000

= 100/1000 + 20/1000 + 3/1000 = 123/1000

You just simplify put the decimal as a numerator then put the 100 as the denominator. Then you simplify it until you can't no more. For example 0.20. 20/100 if you simplify it, it turns into 1/5.

You put the decimal in the calculator, then you hit the 2nd button and hit the F-->D which means fraction to decimal. GOOD LUCK don't HIT A WRONG BUTTON

You can take out the decimal and turn it into a real number and divide it by its scale factor which means you have change it into its smallest fraction.

Wow.. You guys just made s very SIMPLE answer into the most DIFFICULT one you could possibly do.