Decompose the signal (1+0.1 cos5t) cos100t into a linear combination of sinusoidal functions, and find the amplitude, frequency, and phase of each component. Hint: use the identity for cosacosb.

amplitudes : 1 , 0.05, 0.05

frequencies : 50/,   105/,  95/2

phases :

Explanation:

signal  s(t) = ( 1 + 0.1 cos 5t )cos 100t

signal s(t) = cos100t + 0.1cos100tcos5t . using the identity for cosacosb

         s(t) = cos100t + [cos(100+5)t + cos (100-5)t]

          s(t) = cos 100t + 0.05cos ( 100+5)t + 0.05cos (100-5)t

               =  cos100t + 0.05cos(105)t + 0.05cos 95t

             = cos 2 [ ∵cos (∅) = sin(/2 +∅ ]

= sin ( 2  + /2 ) + 0.05sin ( 2 + 0.05sin ( 2 )

attached is the remaining part of the solution

answer:

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explanation:

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