A) 1, \( \Large x - 2 \) |
B) \( \Large x - 2 \), 8 |
C) \( \Large x - 2 \), \( \Large x + 2 \) |
D) \( \Large x - 2 \), \( \Large x^{2}-4 \) |
D) \( \Large x - 2 \), \( \Large x^{2}-4 \) |
\( \Large x^{2}-4x = \left(x+2\right) \left(x-2\right) \)
\( \Large \therefore L.C.M.\ of\ \left(x-2\right)\ and\ \left(x^{2}-4\right) \)
= \( \Large 1 \times \left(x-2\right) \left(x+2\right) = x^{2}-4 \)
and H.F.C. of \( \Large \left(x-2\right)\ and\ \left(x^{2}-4\right) = x-2 \)