Question

Show that
the following equation is equal to one...​

Answer 1

Answer:

To prove

$\sqrt{ {x}^{p - q} } \times \sqrt{ {x}^{q - r} } \times \sqrt{ {x}^{r - p} } \\ = 1$

Explanation

$LHS= \sqrt{ {x}^{p - q} } \times \sqrt{ {x}^{q - r} } \times \sqrt{ {x}^{r - p} } \\ = \sqrt{ {x}^{p - q + q - r + r - p} } \\ = \sqrt{ {x}^{0} } \\ = \sqrt{1} \\ = 1 \\ = RHS$

this is your answer hope it helps to you