1. The problem statement, all variables and given/known data Consider one bit time of Manchester code of duration T where a positive pulse of amplitude A/2 and length T/2 is followed by a negative pulse of amplitude –A/2 and length T/2. a) Determine the impulse response of a filter matched to this signal and sketch it as a function of time. b) Plot the matched filter output as a function of time. c) What is the peak value of the output? 2. Relevant equations Matched filter is filter with equation g(T-t) where g(t) is the input to the filter as far as I know for the Non return to zero case. 3. The attempt at a solution I know I have to use Schwarz's Inequality and somehow get to the mathced filter representation but I can't figure out how since I only know how to do it with NonReturntoZero encoding.