Question 929373
i = C/dd
dd = C/i
d = sqrt(C/i)
d = sqrt(C) * sqrt(1/i)
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where C is a constant of proportionality
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d1 = sqrt(C) * sqrt(1/I1)
d2 = sqrt(C) * sqrt(1/I2)
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d2/d1 = ( sqrt(C) * sqrt(1/I2) )/( sqrt(C) * sqrt(1/I1) )
d2/d1 = ( sqrt(C)/(sqrt(C) ) * ( sqrt(1/I2)/sqrt(1/I1) )
d2/d1 = 1 * ( sqrt(1/I2)/sqrt(1/I1) )
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answer:
d2/d1 = sqrt(1/I2)/sqrt(1/I1)
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