Asked by Sandavi
Two candles have different lengths and thickness. The longer one can burn for 6 hours and the shorter one for 9 hours. After 3 hours of burning, both candles have the same length. The shorter candle's length divided by the longer candle's length was?
Answers
Answered by
Reiny
let the shorter have an original length of x units
let the longer have an original length of y units
rate of the shorter = x/6
rate of the longer = y/9
length of shorter after 3 hours = x - 3x/6 = x - x/2 = x/2
lenght of longer after 3 hours = y - 3y/9 = y - y/3 = 2y/3
but x/2 = 2y/3
3x = 4y
x/y = 4/3
let the longer have an original length of y units
rate of the shorter = x/6
rate of the longer = y/9
length of shorter after 3 hours = x - 3x/6 = x - x/2 = x/2
lenght of longer after 3 hours = y - 3y/9 = y - y/3 = 2y/3
but x/2 = 2y/3
3x = 4y
x/y = 4/3
Answered by
Reiny
oops
Please reverse my definitions,
the shorter is y
the longer is x
so longer/shorter = 4/3
Please reverse my definitions,
the shorter is y
the longer is x
so longer/shorter = 4/3
Answered by
Sandavi
Thanks Rainy
Answered by
Sandavi
Sorry *Reiny*
Answered by
Shubham
Why is it x - 3x/9, why is it 3 times x?
Answered by
Shubham
Please reply Reiny
Answered by
Sandavi
Reiny, I'm still a bit confused. I have the same question that Shubham has. Could you please explain a bit more clearly?
Answered by
Ms. Sue
Sandavi/Shubham -- how can we take you seriously? You are apparently the same person who is talking to yourself.
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