Consider signals x (t) = rect(+a/2) and y(t) = rect(-a/). 1.a (2p.) Find norms ||(t)|| and...

  

Transcribed Image Text:

Consider signals x (t) = rect(+a/2) and y(t) = rect(¹-a/²). 1.a (2p.) Find norms ||(t)|| and ly(t)||. 1.b (3p.) Find inner products (x(t), y(t)), (r(t) + y(t), a(t) + y(t)) and (z(t) + y(t), a(t)- y(t)). 1.c (5p.) Signals z₁(t) = f(x(t)- y(t))dt and z₂(t) = x(t) y(t) can be presenteted as triangular pulses as follows: z₁(t) = ha tria (+) . 22 (t) = he tria( Solve hd, Wd, he, we and te from the above expressions. . and a(t-tc). Consider signals x (t) = rect(+a/2) and y(t) = rect(¹-a/²). 1.a (2p.) Find norms ||(t)|| and ly(t)||. 1.b (3p.) Find inner products (x(t), y(t)), (r(t) + y(t), a(t) + y(t)) and (z(t) + y(t), a(t)- y(t)). 1.c (5p.) Signals z₁(t) = f(x(t)- y(t))dt and z₂(t) = x(t) y(t) can be presenteted as triangular pulses as follows: z₁(t) = ha tria (+) . 22 (t) = he tria( Solve hd, Wd, he, we and te from the above expressions. . and a(t-tc).

Answer rating: 100% (QA)

Solution Torque on the solenoid is given ... View the full answer