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Here you can find 83 7/3 as a decimal.
We also have useful information regarding 83 7/3 in decimal form. 🙂
The terms used in this article about 83 7/3 as decimal are explained in detail on our home page; check it out if anything remains unclear.
83 7/3 in Decimal Form
83 7/3 in decimal notation has unlimited decimal places. That is, 83 7/3 as decimal is a non-terminating, repeating decimal. The repeating pattern or sequence, known as repetend or reptend of 83 7/3 as decimal, can be written with a vinculum, that is overlined, as an ellipsis using three dots …, in parentheses (), or with or with a dot above the digits of the repetend. Thus:
- 83 7/3 as a decimal = 85.3
- 83 7/3 in decimal form =
- Eighty-three and seven thirds as a decimal = 85.(3)
- 83 and 7 over 3 as a decimal = 85.3…
Now that you know what is 83 7/3 as a decimal you can learn how to change 83 7/3 to a decimal number in the following section.
In addition, you can read up on the properties of 83 7/3.
Convert 83 7/3 to Decimal
To convert 83 7/3 to decimal you can use the long division method explained in our article fraction to decimal, which you can find in the header menu.
Or you can divide the nominator 256 ([83×3]+7) by the denominator 3 using a calculator.
If you like, use our automatic calculator above. Just enter the fraction with a slash, e.g. 83 7/3.
If the result includes a repeating sequence, then it will be denoted in ().
Similar conversions in this category include, for example:
Ahead is more information on 83 7/3 written in base 10 numeral system.
What is 83 7/3 as a Decimal?
You already know the answer to what is 83 7/3 as a decimal. Eighty-three and seven thirds as a decimal equals 85.(3)
- 83 7/3 is a mixed fraction
- 83 is the whole-number part
- 7 is the nominator, above the slash
- 3 is the denominator, below the slash
- 83 7/3 can be changed to the improper fraction 256/3
Instead of a slash, the division symbol ÷, known as obelus, can be used to denote a fraction: For example: 83 7÷3 in decimal or 83 7÷3 as decimal.
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