What is 7/20 as a decimal?
Here we will show you how to convert 7/20 to a decimal. In other words, we will show you how to write 7/20 as a decimal. The 7 above the bar is called the numerator, and the 20 below the bar is called the denominator. To convert 7/20 so you can write it as a decimal, simply divide the numerator by the denominator, like this: = 7/20 = 7 ÷ 20 = 0.35 Therefore, the solution to 7/20 as a decimal is as follows:
7/20 = 0.35
To reiterate, just remember that when you want a fraction like 7/20 as a decimal, simply see the fraction bar as a division sign and solve the simple math problem to get the decimal.Fraction to Decimal Converter
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9 Answers
The fraction 7/20 as a decimal is 0.35. To calculate you can divide 20 by 100 to find out the decimal for 1/20, which equals 0.05, and then times this by the seven. Alternatively you can simply divide the seven by 20 to get the same result. Another way to calculate decimals would be to multiply the bottom fraction (in this case 20) by the number that would make it equal 100 (in this case five) Multiplying the top fraction by five will give the result 35/100. It is now easy to say that if the whole number is one, 35/100 of one would be 0.35. So: What is the difference between decimals and fractions?• Decimals are the numerical base that is most commonly used by modern civilizations. Decimal notation can refer to a base ten positional system, such as that used in the Hindu-Arabic numerical system, but is also used in a more general sense to refer to non positional systems such as Roman or Chinese numerals. Decimal fractions can also be referred to using the term 'decimals'. Within this context a decimal is a tenth part and all decimals are part of a series of nested tenths.
• In comparison, fractions are numbers that are expressed as the ratio of two numbers. These fractions are most commonly used to express a comparison between a whole and parts. The earliest fractions were ancient symbols that represented one part of two, one part of three, etc. Much later saw the introduction of the common or 'vulgar' fraction. These are still in use today and consist of a numerator and a denominator. For example, the common fraction 7/20 tells us that the numerator, seven, means that the fraction represents seven parts and the denominator, 20, tells us that 20 parts make up the whole.
thanked the writer.
It is .35 all you do is divide 20 by 7 nd it = o.35 wich is the same as .35 your welcome
thanked the writer.
7/20 as a decimal = 0.35
thanked the writer.
0.35
thanked the writer.
0.35
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0.35 or.35
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0.35
thanked the writer.
7/20 = (7/20)*(5/5) = (7*5)/(20*5) = 35/100 = 0.35
thanked the writer.
34
thanked the writer.
Converting 7/20 to a decimal is quite possibly one of the easiest calculations you can make. In this (very short) guide, we'll show you how to turn any fraction into a decimal in 3 seconds of less! Here we go!
Want to quickly learn or show students how to convert 7/20 to a decimal? Play this very quick and fun video now!
First things first, if you don't know what a numerator and a denominator are in a fraction, we need to recap that:
7 (numerator) / 20 (denominator)
Here's the little secret you can use to instantly transform any fraction to a decimal: Simply divide the numerator by the denominator:
= 7/20
= 7 ÷ 20
= 0.35
That's literally all there is to it! 7/20 as a decimal is 0.35.
I wish I had more to tell you about converting a fraction into a decimal but it really is that simple and there's nothing more to say about it.
If you want to practice, grab yourself a pen and a pad and try to calculate some fractions to decimal format yourself. If you're really feeling lazy you can use our calculator below instead!
Why would you want to convert 7/20 to a decimal?
This is a great question. We have lots of calculations on this site about converting a fraction into a decimal but why would you want or need to do that in the first place?
Well, first of all it's just a good way to represent a fraction in a better way that allows you to do common arithmetic with them (like addition, subtration, division and multiplication).
In real life, we mostly deal with decimals (like currency, for example) and since our brains are taught from a young age to understand and compare decimals more often than they are fractions, it's easier to understand and compare fractions if they are converted to a decimal first!
Here's a little real life example of converting a fraction to a decimal when using quantities. Let's say you're cooking and you can usually see fractionally how much of an ingredient is left in a pack. However, electronic scales measure weight in decimals and not as a fraction of the ingredient left. This makes converting between fractions and decimals a useful skill in cooking.
Hopefully this tutorial has helped you to understand how to convert a fraction to a decimal number. You can now go forth and convert fractions to decimal as much as your little heart desires!
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