If x,12,y27 are in continued proportion then find the value of x and y
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Answer:
As they r in continued proportion
Then
x/12=12/y=y/27
12/y=y/27
=y2=12∗27
=y2=324
=y=18
Then
x/12=12/y=xy=144
As they are in continued proportion
Then
x/12=12/y=y/27
12/y=y/27
=y2=12∗27
=y2=324
=y=18
Then
x/12=12/y
=xy=144
By putting value of
y
x∗18=144
=x=144/18
=x=8 putting value of y
x∗18=144=x=144/18
=x=8
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