## 1. What is 1.83 repeating as a fraction? - Socratic

Jan 14, 2018 · 1.8bar(3) = 11/6 1.bar(83) = 182/99 In case you have not encountered the notation, note that a repeating pattern of digits can be indicated ...

1.8bar(3) = 11/6 1.bar(83) = 182/99 In case you have not encountered the notation, note that a repeating pattern of digits can be indicated by drawing a bar above it. So: 1.833333... = 1.8bar(3) Note that: 0.bar(3) = (0.bar(9))/3 = 1/3 So: 1.8bar(3) = 1+0.5+0.bar(3) = 1+1/2+1/3 = 6/6+3/6+2/6 = 11/6 On the other hand: 1.bar(83) = 1+83/99*0.bar(99) = 1+83/99*1 = 99/99+83/99 = 182/99

## 2. What is 1.83 with the 3 repeating as a fraction? - Answers

Feb 13, 2017 · It is 11/6.

It is 11/6.

## 3. What is 1.83 repeating written as a fraction? - Answers.com

Apr 28, 2022 · 183/40 is greater than 1 and so it cannot be written as a proper fraction. As a mixed fraction, it is 4 23/40.

The question cannot be answered because it is ambiguous. It is not clear whether the fraction is meant to be 1.838383... or 1.83333... .

## 4. Decimal to Fraction Calculator

This calculator converts a decimal number to a fraction or a decimal number to a mixed number. For repeating decimals enter how many decimal places in your ...

Convert decimals to fractions or mixed number fractions. Calculator to change decimals to fractions showing the work with steps. Converts repeating decimals to fractions.

## 5. Convert to a Simplified Fraction 1.83 - Mathway

Convert the decimal number to a fraction by placing the decimal number over a power of ten. Since there are 2 2 numbers to the right of the decimal point,

Free math problem solver answers your algebra, geometry, trigonometry, calculus, and statistics homework questions with step-by-step explanations, just like a math tutor.

## 6. Solved: What is 1.83 repeating as a fraction? [Math] - Gauthmath

Jul 25, 2024 · 1 Let x represent the repeating decimal. Therefore, we write: x = 1.838383.. 2 To eliminate the repeating part ...

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## 7. Repeating decimal 1.8333... (3 repeating) as a Fraction or Ratio

1.83 = 116 as the lowest possible fraction. The repeating decimal 1.83 (vinculum notation) has a repeated block length of 1. It is also represented as 1.8333.

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## 8. How do you convert 0.83 (3 repeating) to a fraction? - Socratic

Missing: 1.83 | Show results with:1.83

" so "x= 0.8bar3 = 5/6 To format this question type you write: 0.8bar3 But you use the hash key just before 0.8bar3 and also at the end. So you end up with " "0.8bar3 '~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Let x=0.8bar3 Then 10x = 8.bar3 So (10x-x)=" " 8.3333bar3 color(white)("bbnnn.nnnnnnnbb")underline(0.8333bar3- Subtracting color(white)("bbbbb.bbbbbbbbb")7.5 " "9x = 7.5 Multiply both sides by 10 " "90x=75 Divide both sides by 90 " "x=75/90 = 5/6 " so "x= 0.8bar3 = 5/6

## 9. Rewrite as a simplified fraction: 1.83 - Numerade

Aug 15, 2023 · So, the simplified fraction of 1.83 is 183/100. Close. Rewrite as a ... Express the repeating decimal number a5 a quotient of two integers.

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## 10. How do you turn 1.83 (3 repeating) into a simplified fraction? - Numerade

Mar 18, 2023 · Multiply both sides of the equation by 1000 to eliminate the decimal point: 1000x = 1833.333... ... Subtract x from both sides of the equation: ...

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