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- Implement Four-to-one-line multiplexer with Logic diagram and Function table.5) below is the accuracy table showing the output values for two separate binary number entries (W and Y) with a length of two bits. Get the simplest form of output functions with the Karnaugh diagram. Draw a logic diagram of the circuit that performs the function of these functions.Describe in detail which functions a, b and C perform for 2-bit binary numbers in the input.If an 8-bit binary number is used to represent an analog value in the range from 010 to 10010, What does the binary value 010101102 represent?
- please show work included 4. If a 6-bit binary number is used to represent an analog value in the range from -63 to 126, what is the accuracy of the system? In other words, if the binary number is incremented by one, how much change does it represent in the analog value?1.Assume that one input of a two-input AND gate is connected to a square wave. If the other input is connected to a logic high, what will be present on the output? A. A constant logic high B. A square wave C. A square wave that mirrors the input square wave D. A constant logic lowUse the graphical technique described in the EIA to find the noise margins for the standard TTL gate.
- true or false ?? an even two bit parity checker will output a parity error if data A=LOW data , B=HIGH. parity bit = HIGHS Display will be designed for a thermometer. The display will show that degree for minimum temperature and 99 degrees for maximum temperature. According to this; a) What is the number of bits that will be needed in the binary code to express the temperature? b) What are the binary, octal and hexadecimal equivalents of 95 degrees? () What is the BCD representation of 95 degrees? d) What is the hex equivalent of this temperature when it shows 111 degrees octal? e) If the thermometer showed a temperature between -99 and +99 degrees, how many bits would we need?F(a,b,c,d)=ab'+c'd'+a'cd' Perform the function in accordance with the following styles using the Karnaugh diagram. Draw each simplification using the corresponding logic gates. a) only or not (NOR) b) and not just (NAND) c) OR-NAND d) AND-NOR