Which of the following unchanging relation is correct ?

(y - x) - z = y - (x - z)

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(x + y) - z = x - (z - y)

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(x - y) + z = x - (y - z)

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(y - x) + z = y - (x + z)

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Solution

The correct option is C
(x - y) + z = x - (y - z)

The correct relation is (x - y) + z = x - (y - z)

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\frac{x (y + z - x)}{log x} = \frac{y (z + x - y)}{log y} = \frac{z (x + y - z)}{log z}

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