5. If x, 12, y, 27 are in continued proportion then find the values of X and y
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Answered by
0
Answer:
Product of extremes = product of means
→ 27x = 12y
We can't find values of x,y directly.
Answered by
2
We have,
x:12: :y:27
=>x/12=y/27
=>x=12(y/27)
=>x=12y/27----------------(1)
Therefore,x=12y/27
From (1) we get,
x=12y/27
=>y=27x/12---------------------------(2)
Therefore,y=27x/12
Now, Putting the value (2) in (1) we get,
x={12(27x/12)}/27=>x=1
Therefore, the value or x is 1
Therefore, y=27/12
Hence the value of x=1 and y=27/12
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