The L(te-3t cos⁡(2t)cos⁡(3t)) is given by \(k\left [\frac{25-(s+3)^2}{((s+3)^2+25)^2} + \frac{(1-(s+3)^2)}{((s+3)^2+1)^2}\right ]\). Find the value of k.

The L(te-3t cos⁡(2t)cos⁡(3t)) is given by \(k\left [\frac{25-(s+

1.	The L(te-3t cos⁡(2t)cos⁡(3t)) is given by \(k\left [\frac{25-(s+3)^2}{((s+3)^2+25)^2} + \frac{(1-(s+3)^2)}{((s+3)^2+1)^2}\right ]\). Find the value of k.
A.	0
B.	1
C.	\(\frac{1}{2}\)
D.	\(\frac{-1}{2}\)
Answer» E.