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1 3 is exact and therefore accurate. Explanation: The fraction 1 3 is awkward to write as a decimal because it recurs. 1 3 = 0.3333333..... = 0.¯3. The amount of rounding wil depend on the level of accuracy required in a particular situation. Normally 3 significant figures might be expected. 1 3 = 0.333. If only 1 decimal place is given, it ...
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.
Create your account. View this answer. 1/3 in decimal form is 0.3333 (repeating). 1/3 as a decimal is a repeating decimal, which means it has no end point. Typically it is written as 0.3 or... See full answer below.
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 ...
1 1/3 = 1.bar3 " or " 1.dot3 Often rounded to 1.333 1/3 is a fraction that cannot be equally divided, so the number goes on and on, it recurs. 1 1/3 = 1.333. . . (represent by putting a small bar or a dot above the 3 like this:)" "1.bar3 " or " 1.dot3 Answers are usually rounded to a given number of decimal places. 0.333.
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)
Answer link. I might miss understand your question but from what I understand you're asking what is 33% as a fraction and 1/3 as a decimal in which case: 33% in a fraction is just 1/3, because 100/3 is 33% which is 1/3 So 33% in fraction form is 1/3 because to get from 33 to 100 you have to take 33 times 3 so you know: 33% = 1/3.
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.
Express the repeating decimal as a fraction. 5.747474... Express the repeating decimal as a fraction. 1.6\overline{3} Express the repeating decimal as a fraction 0.451141414... Express the repeating decimal as a fraction. 5.\overline{12} Express the repeating decimal as a fraction. 4.17326326326... Are all repeating decimals rational numbers?
To turn a fraction to a decimal you need to know some rules. #1 3/8# must be turned into an improper fraction. To do this you need to: #1# get the denominator (bottom number) #2# multiply it by your whole number and #3# add the numerator (top number) . So step #1and2# #8xx1# will give you #8# Step #3# #8+3# will give you #11#