If log ⁡ x + log ⁡ y = log ⁡ ( x + y ) \log x + \log y = \log (x + y) lo g x + lo g y = lo g ( x + y ) , find the relationship between x x x and y y y...

Question

If

logx+logy=log(x+y)\log x + \log y = \log (x + y)
, find the relationship between
xx
and
yy
.

Options

A.

x = y

B.

xy = 1

C.

y = (x  1)xy\ =\ \frac{\left(x\ -\ 1\right)}{x}

D.

y = xx1y\ =\ \frac{x}{x-1}

exponents and logarithmsalgebralogarithmic equationsproperties of logarithms

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