Answer:
The tension T in each of the cables, T = 98 N
Explanation:
Given,
The mass of the loudspeaker, m = 20.0 Kg
The suspended distance of the loudspeaker, d = 2.20 m
The length of each cable, l = 2.9 m
The tension experienced by the cable is given by the formula, 
                             T = mg + ma    newton 
Where,
                         g - acceleration due to gravity
                         a-acceleration produced by the stretched cable
Since the stretched cable and loudspeaker is not moving, then the tension force acting on the cable is equal to the force of gravity.
                               T = mg  newton
Substituting the values in the above equation
                               T = 20
                                  = 20.0 Kg x 9.8 m/s²
                                  = 196 N
This force is equally supported by the two cables, then the tension in each cable is
                                   T = 196 N / 2
                                      = 98 N
Hence, the tension T in each of the cables, T = 98 N