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Basically you can call it 166.7 % (it is actually. 166.66666666666666666666666666667%) but it would go on for ever. A more accurate way of giving the percent is as 1662 3 %. This has not been rounded and is an exact amount. We can indicate this as 1.dot6 or 166 2/3% FIRST 1 2/3 can be written as 5/3 This is how you can write it if you want it ...
Explanation: To convert a fraction into decimal, just take the number on top which we called the numerator and divide it by the number at the bottom which we called the denominator. 2 3 = 0.67. Answer link. EZ as pi. May 18, 2018. 2 ÷ 3 = 0.6666666... which can be given as 0.. 6 or 0.¯6. Rounding gives 0.67 or 0.667 etc.
In every decimal we get, #0.1 = 1/10, 0.01 = = 1/100 and 0.001 = 1/1000# and goes on. Answer link.
Answer link. 2/3 = 0.67 or 0.667 or 0.667 etc. One way of writing a fraction as a decimal is to change the fraction so the denominator is a power of 10. However, 3 does not divide into any power of 10, so that method does not work here. The other way is to remember that 2/3 also means 2 ÷ 3 Dividing gives the following: 3|underline (2. ...
Therefore: 1 2 3 = 166.¯6 %. See a solution process below: First, we need to convert this mixed number to an improper fractions: 1 2/3 => 1 + 2/3 => (3/3 xx 1) + 2/3 => 3/3 + 2/3 => (3 + 2)/3 => 5/3 Let's call the percent we are looking for: p "Percent" or "%" means "out of 100" or "per 100", Therefore p% can be written as p/100.
Changing fractions to a decimal you just have to divide the Quotient by the Divisor. For example; 2 5 → Fraction. Now dividing 2 by 5; 2 ÷ 5 = 0.4 → Decimal. Changing fractions to a percentage, you just have to multiply the fraction by 100. For example; 2 5 → Fraction. 100% → Percentage.
Answer link. 1 1/3 = 1.33dot3 Note the "dot" over the final 3 in the Answer above which is used to indicate that the 3 reoccurs infinitely. 1.dot3 and 1.3dot3 and 1.33dot3 and so on, all represent the same value. If more than a single digit is to be repeated a "dot" should be placed over both the first and last digit of the repeated sequence ...
Terms. Help. There is actually no need to change this mixed fraction to an improper fraction... perceive it like this 2 1/3=2+1/3 We all know and can easily find out by dividing that 1/3=0.bar (33) So... 2 1/3=2+0.bar (33) color (red) (2 1/3=2.bar (33)
In decimal form, it is 5.67, but that is rounded to the nearest hundredth. In a percent, it is 567% You should first change 5 2/3 into an improper fraction by multiplying the denominator by the whole number and add that to the numerator. After doing that, you should get: 17/3 You have to divide the numerator by the denominator to get the decimal, so this in decimal form would be: 5.67 but once ...
As percentage is really 1 100 ths then we would write: 33.3¯3 100 → 33.3¯3%. 1/3 as a decimal ->0.3bar3 1/3 as a percentage -> (33.3bar (3))/100 -> 33.3bar (3)% color (blue) ("Determining the decimal value of "1/3) If you apply long division you soon observe a repeating pattern. You would have demonstrated that this pattern goes on forever.