Home / Questions / 2.7 Exercises Selected from the problems in Chapter 2 of Communication Systems, 5th ed, by S Haykin
![2.7 Exercises Selected from the problems in Chapter 2 of Communication Systems, 5th ed, by S Haykin and M. Moher] Exercise 2.7.1 Any function g(t) can be split unambiguously into an even part and an odd part, as shown by g(t) = ge(t) + go(t). The even part is defined by and the odd part is defined by (a) Evaluate the even and odd parts of a rectangular pulse defined by -1 T 2 g(t) = Arect (b) What are the Fourier transforms of these two parts of the pulse?](https://files.transtutors.com/cdn/qimg/fccd1b01ff114506ae096d1c1848b347.jpg)
2.7 Exercises Selected from the problems in Chapter 2 of Communication Systems, 5th ed, by S Haykin and M. Moher] Exercise 2.7.1 Any function g(t) can be split unambiguously into an even part and an odd part, as shown by g(t) = ge(t) + go(t). The even part is defined by and the odd part is defined by (a) Evaluate the even and odd parts of a rectangular pulse defined by -1 T 2 g(t) = Arect (b) What are the Fourier transforms of these two parts of the pulse?
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