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How do you turn 1.6 repeating into a fraction? - Answers
1.6 repeating into a fraction = 5/3To convert 1.666667 to a fraction:1. Let x = 1.666667 - equation (1)2. The repeating digit is 6.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 1 place to the right by multiplying it by 10.Thus,(x = 1.666667) * 1010x = 16.66667 - equation (2)4. Subtract Eq.(1) from Eq.(2)10x - x = 16.66667 - 1.6666679x = 15divide both sides by 9x = 15/9 or 5/3
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How do you turn 1.6 repeating into a fraction? - Answers
1.6 repeating into a fraction = 5/3To convert 1.666667 to a fraction:1. Let x = 1.666667 - equation (1)2. The repeating digit is 6.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 1 place to the right by multiplying it by 10.Thus,(x = 1.666667) * 1010x = 16.66667 - equation (2)4. Subtract Eq.(1) from Eq.(2)10x - x = 16.66667 - 1.6666679x = 15divide both sides by 9x = 15/9 or 5/3
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How do you turn 1.6 repeating into a fraction? - Answers
1.6 repeating into a fraction = 5/3To convert 1.666667 to a fraction:1. Let x = 1.666667 - equation (1)2. The repeating digit is 6.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 1 place to the right by multiplying it by 10.Thus,(x = 1.666667) * 1010x = 16.66667 - equation (2)4. Subtract Eq.(1) from Eq.(2)10x - x = 16.66667 - 1.6666679x = 15divide both sides by 9x = 15/9 or 5/3
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- og:description1.6 repeating into a fraction = 5/3To convert 1.666667 to a fraction:1. Let x = 1.666667 - equation (1)2. The repeating digit is 6.3. Place the repeating digit to the left of the decimal point.In this case, move the decimal point 1 place to the right by multiplying it by 10.Thus,(x = 1.666667) * 1010x = 16.66667 - equation (2)4. Subtract Eq.(1) from Eq.(2)10x - x = 16.66667 - 1.6666679x = 15divide both sides by 9x = 15/9 or 5/3
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