Find the fourier sine transform of F(x) = -x when xc and 0≤c≤π.

• A. \(\frac{π}{c} cos(pc) \)
• B. \(\frac{π}{p} cos(pc) \) c) \(\frac{π}{c} cos(pπ) \) d) \(p \frac{π}{c} cos(p
• C. \) b) \(\frac{π}{p} cos(pc) \) c) \(\frac{π}{c} cos(pπ) \)
• D. \(p \frac{π}{c} cos(pc) \)