Find the Z-transform of x(n) = a|n|; |a|<1.a) \(\frac{z}{z-a} – \frac{z}{z-(1/a)}\) b) \(\frac{z}{z-(1/a)} – \frac{z}{z-a}\) c) \(\frac{z}{z-a} + \frac{z}{z-(1/a)}\) d) \(\frac{1}{z-a} – \frac{1}{z-(1/

• A. \(\frac{z}{z-a} – \frac{z}{z-(1/a)}\)
• B. \(\frac{z}{z-(1/a)} – \frac{z}{z-a}\)
• C. \(\frac{z}{z-a} + \frac{z}{z-(1/a)}\)
• D. \(\frac{1}{z-a} – \frac{1}{z-(1/a)}\)