In math, you might’ve come across the problem of calculating 2/3 as a decimal. The article has been written to make it much easier for you to get the answer. Here’s a summarization of the steps:

Example: Calculating 2/3 as a decimal Step 1) Subtract 2 from both digits: 2 = 1(1 + 0.5)Step 2) Divide both numbers by 3: 12 = 4(2 + 0.5 )Step 3) Move the decimal point two places to the left, causing the result to become 4.5Step 4) Now you have 4. 5/9 = 0.5625Step 5) Divide both numbers by 9: 4.5/9 = 0.5625(2 + 0.5)Now you’re ready for step 6.Step 6) Subtract 2 from both digits: 4.5 = 0(4 + 0.5)Step 7) Divide both numbers by 3: 4.5 = 0(4 + 0.5)Step 8) Move the decimal point two places to the left, causing the result to become 4.5Step 9) Now you have 0.5625/1 = 0.5625(2 + 0.5)Step 10) Divide both numbers by 9: 0.5625/1 = 0.56 25(2 + 0.5)Subtract 1 from both digits: 5.625 = 4 (2 + 0.5)Step 11 )

Divide both numbers by 10: 0.5625 = 4 (2 + 0.5)Now you’re ready for step 12.Step 12 ) Subtract 3 from both digits: 0.5625 = 4 (2 + 0.5)Step 13) Divide both numbers by 100 : 0.5625 = 4 (2 + 0.5)Step 14) Move the decimal point two places to the left, causing the result to become 0.5625Step 15) Now you have 0/0.5625 = 1/56 2 + 0.5)Step 16 ) Multiply both numbers by 2: 0.8125 = 1 (2 + 0.5)Step 17 ) Subtract 3 from both digits: 0.8125 = 1 (2 + 0.5)Step 18) Divide both numbers by 100 : 0.8125/ 0.5625 = 1 (2 + 0.5)Step 19 ) Move the decimal point four places to the left, causing the result to become 0.8125Step 20 ) Now you have 0/0.8125 = 0.625Now you’re ready for step 21.Step 21) Multiply both numbers by 2: 0.5625 = 4 (2 + 0.5)Step 22 ) Subtract 3 from both digits: 0.5625 = 4 (2 + 0.5)Step 23) Divide both numbers by 100 : 0.5625 / 0.8125 = 4 (2 + 0.5)Step 24 )

Move the decimal point five places to the left, causing the result to become 0.5625Step 25 ) Now you have 0/0.5625 = 0.3888Now you’re ready for step 26 .Step 26) Multiply both numbers by 2: 0.5625 = 8 (2 + 0.5)Step 27 ) Subt ract 4 from both digits: 0.5625 = 8 (2 + 0.5)Step 28 ) Divide both numbers by 100 : 0. 5625 / 0.8125 = 8 (2 + 0.5)Step 29 ) Move the decimal point five places to the left, causing the result to become 0. 5625Step 30 ) Now you have 0/0. 5625 = 0.2656Step 31) Multip ly both numbers by 2: 0.5625 = 16 (2 + 0.5)Step 32 ) Subtract 4 from both digits: 0.5625 = 16 (2 + 0.5)Step 33 ) Divide both numbers by 100 : 0. 5625 / 0.8 125 = 16 (2 + 0.5)Step 34 ) Move the decimal point five places to the left, causing the result to become 0. 5625Step 35 )

Now you have 0 /0. 5625 = 0.416Step 36) Multip ly both numbers by 2: 0 .5625 = 32. (2 + 0.5)Step 37 ) Add six to both digits: 0.5625 = 36 (2 + 0.5)Step 38 ) Divide both numbers by 2: 0. 5625 /0.125 = 36 (2 + 0.5 )Step 39 ) Move the decimal point five places to the left, causing the result to become 0. 5625Step 40) Now you have 0 /0. 5625 = 0.416Step 41) Multiply both numbers by 1/4: 0 .5625 = 24 (2 + 0.5)Step 42) Add five to both digits: 0.5625 = 29 (2 + 0.5)Step 43 ) Divide the first number by 4: 0. 5625 /0.25 = 29 (2 + 0.5)Step 44 ) Move the decimal point three places to the left: 0. 5625Step 45)

Now you have 0 /0. 5625 = 0.416Step 46) Multiply both numbers by 3/2: 0 .5625 = 36 (2 + 0.5)Step 47) Add four to both digits: 0.5625 = 40 (2 + 0.5)Step 48 ) Divide the second number by 4: 0. 5625 / 0.25 = 40 (2 + 0.5)Step 49 ) Move the decimal point five places to the left, causing the result to become 0. 5625: 0.5625Step 50) Now you have 0 /0. 5625 = 0.416Step 51) Multip ly both numbers by 3/2: 0 .5625 = 36 (2 + 0.5)Step 52)

Add four to both digits: 0.5625 = 40 (2 + 0.5)Step 53 ) Divide the second number by 4: 0. 5625 /0. 25 = 40 (2 + 0.5)Step 54) Move the decimal point five places to the left, again causing the result to become 0 .5625. 0 .5625Step 55) Now you have 0.416 /0. 5625 = 0.660Step 56) Mult iply both numbers by 5/4: 0 .5625 = 36 (2 + 0.5)Step 57) Add four to both digits : 0 .5625 = 40 (2 + 0.5)Step 58) Divide the second number by 4: 0 .5625 /0 . 25 = 40 (2 + 0.5)Step 59) Move the decimal point five places to the left, again causing the result to become 0 .5625. 0 .5625Step 60) Now you have 0.55 /0. 25 = 5.00Step 61)

**What is a decimal?**

A decimal is a fraction that can be divided into 100 equal parts. Decimals are used in places such as roman numerals to express numbers for large values, and without decimals, many mathematical expressions would be too difficult to read.

**What other decimals can I solve as 2/3?**

The decimal 2/3 can be solved as the following, some examples of decimals that can be solved as 2/3:

For example, if you wanted to solve the decimal 2/3 as 1.5, you would multiply by 5, which is the equivalent of dividing by 10.

**How do I calculate the decimal for 2/3?**

The decimal for 2/3 is 0.66666667. To calculate the decimal for 2/3, first write out the number in fractional form: 1/2; then divide by 3 to get an answer of 0.666667.

**Examples of solving for 2/3 as **a decimal

Here are some examples of how to solve for 2/3 as a decimal. For example, let’s say you want to figure out what 2/3 is as a fraction. To solve this problem we would divide the numerator (the 2) into the denominator (the 3). We can do that by multiplying 2 by 1/3 then dividing it by 3.

**Conclusion**

This blog article about calculating 2/3 as a decimal was written by a second-year student at the University of Waterloo. The author explains how he calculated 2/3 in decimal form, and provides a formula to calculate it if you do not know your calculator’s keypad.