1) The data is continuously sampled at a frequency of 5760 Hz from the serial port. Incoming data are the numerical values of the triangle wave. The data is quantized with 8 bits and the amplitude of the data is calculated with 0 volts. Vcc = varies between 5 volts. The aim is to approximate the frequency of the signal from the incoming data. is to find. If the frequency found in homework 1 is the frequency you chose from a pin 5 An audible warning in the form of a square wave lasting seconds will be generated. The frequency of the triangle wave is 10 changes every second; Therefore, continuous analysis will be done in an endless cycle. In the question Interrupt must be used for serial port and timer. - Calculate the "Baud Rate" carefully because data comes from the serial port fast. The "Baud Rate" write down the reason for the value. - There is no change in the data (triangle sign) of the selected frequency in a period of time. assume. In other words, it is sufficient to find the maximum twice in the 10-second time interval. But then remember to call max again !! a) Draw the detailed flow diagram of the algorithm. b) Code the algorithm in 8051 machine language.