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How do you write 0.08333 as a fraction? - Answers

0.08333 as a fraction = 1/12To convert - 0.08333... to a fraction:1. Let x = 0.08333...2. The repeating digit is 3.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 3 places to the right by multiplying it by 1000.Thus,(x = 0.08333...) * 10001000x = 83.333... - equation (1)4. Place the repeating digit to the right of the decimal point.In this case, move the decimal point 2 places to the right.Thus,(x = 0.08333...) * 100100x = 8.333... - equation (2)5. Subtract Eq.(2) from Eq.(1)1000 x - 100x = 83.333... - 8.333...900x = 75divide both sides by 900x = 75/900 or 1/12



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How do you write 0.08333 as a fraction? - Answers

https://math.answers.com/basic-math/How_do_you_write_0.08333_as_a_fraction

0.08333 as a fraction = 1/12To convert - 0.08333... to a fraction:1. Let x = 0.08333...2. The repeating digit is 3.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 3 places to the right by multiplying it by 1000.Thus,(x = 0.08333...) * 10001000x = 83.333... - equation (1)4. Place the repeating digit to the right of the decimal point.In this case, move the decimal point 2 places to the right.Thus,(x = 0.08333...) * 100100x = 8.333... - equation (2)5. Subtract Eq.(2) from Eq.(1)1000 x - 100x = 83.333... - 8.333...900x = 75divide both sides by 900x = 75/900 or 1/12



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https://math.answers.com/basic-math/How_do_you_write_0.08333_as_a_fraction

How do you write 0.08333 as a fraction? - Answers

0.08333 as a fraction = 1/12To convert - 0.08333... to a fraction:1. Let x = 0.08333...2. The repeating digit is 3.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 3 places to the right by multiplying it by 1000.Thus,(x = 0.08333...) * 10001000x = 83.333... - equation (1)4. Place the repeating digit to the right of the decimal point.In this case, move the decimal point 2 places to the right.Thus,(x = 0.08333...) * 100100x = 8.333... - equation (2)5. Subtract Eq.(2) from Eq.(1)1000 x - 100x = 83.333... - 8.333...900x = 75divide both sides by 900x = 75/900 or 1/12

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      0.08333 as a fraction = 1/12To convert - 0.08333... to a fraction:1. Let x = 0.08333...2. The repeating digit is 3.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 3 places to the right by multiplying it by 1000.Thus,(x = 0.08333...) * 10001000x = 83.333... - equation (1)4. Place the repeating digit to the right of the decimal point.In this case, move the decimal point 2 places to the right.Thus,(x = 0.08333...) * 100100x = 8.333... - equation (2)5. Subtract Eq.(2) from Eq.(1)1000 x - 100x = 83.333... - 8.333...900x = 75divide both sides by 900x = 75/900 or 1/12
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