Consider a BPSK system that has the sinc squared pulse shape, $p (t)$ with amplitude 4 and the carrie signal $c (t)$ is energy-normalized and has a carrier frequency of $2 M Hz$ . If the required data rate is $30 kb p s$ , answer the following: 1. Find the pulse signal ( 2 marks) $p (t) = sinc^{2} (t)$ 2. Find the carrier signal ( 2 marks) $c (t) = cos (? t)$ 3. Find the transmission bandwidth ( 2 marks) $B_{T} = k Hz$

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Consider a BPSK system that has the sinc squared pulse shape,

p (t)

with amplitude 4 and the carrie signal

c (t)

is energy-normalized and has a carrier frequency of

2 M Hz

. If the required data rate is

30 kb p s

, answer the following: 1. Find the pulse signal ( 2 marks)

p (t) = sinc^{2} (t)

2. Find the carrier signal ( 2 marks)

c (t) = cos (? t)

3. Find the transmission bandwidth ( 2 marks)

B_{T} = k Hz

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