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I thought of a number, added 4 5 /7 to it, and got the number 12 times as big as my original number. What was my number?
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I thought of a number, added 4 5 /7 to it, and got the number 12 times as big as my original number. What was my number?
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Feb 23, 2017
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I thought of a number, added 4 5 /7 to it, and got the number 12 times as big as my original number. What was my number?
Mathematics
middle-school
Northerner
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Answer:
3/7
Explanation:
Lets assume the unknown number is x. x+4 5/7=12x
to get all your variables on one side, subtract x.
4 5/7=11n
Since mixed numbers are useless here, convert it to a improper fraction. 33/7=11x
Then, divide both sides by 11.
33/7÷11=3/7
11x÷11=x
x=3/7
Tamb
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Feb 27, 2017
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