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If x>0, simplify the expression below sqrt((x)/(1-(x-1)/(x)))
Solution
IN the denominator of the complex fraction, the Least common denominator is X:
1 – (x-1)/x =
(x-(x-1))/ x =
(x – x +1)/x =
1/x
SInce the 1/x is in the denominator, it flips over and x goes into the numerator:
the function becomes x* sqrt(x)