What are the basic logic gates in the MOS logic family? 1. NOR & NAND 2. AND & OR
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A: Solution is attached in the form of notes. Thank you.
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Q: What is the load, in amps, for a three-phase, 480V feeder supplying a load calculated at 112.5kVA
A: Apparent Power =3 VL ILActive Power =3 VL ILcos(ϕ)Reactive Power =3 VL ILsin(ϕ)
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- Explain and Define the following logic gates. OR AND NAND NOTHow would you manipulate this equation to get it into a format where you can draw it as a NAND and inverter gates logic diagram and a NOR and inverter gates logic diagram?Discuss the pin diagram of any logic gate? Explain how the NAND gate can be used to derive the other logic gates.
- please explain step by step how to calculate the number of transistors given the logic gates AND, OR, NOT.using only nand gates and inverters and alternate symbols where appropriate, draw the logic for the equation: F(A,B,C) = Em(3,4,5,6,7) + Ed(0)Draw the schematic for a four-input NOR gate witha saturated load device. What are the W/L ratios ofall the transistors, based on the reference inverter ? (b) What is VL if all the logic inputs are equal to 1?
- Convert the BCD to Excess-3 converter to its NOR gate equivalent form. Draw the logic diagram (Not the IC diagram) of the minimized NOR gate equivalent circuit (Give me the answer correctly and calculation also )Simplify the expression G = (X’ + Y + Z’) (W + X + Y + Z) (W’ + X’ + Y’) using K- map and draw the corresponding simplified logic gate circuit.Draw the the basic logic diagram of decimal to BCD Encoder .
- Draw the logic diagram for the simplified expression using NAND GatesDigital Logic Design [1] Simplify the following functions, and implement them with two-level NOR gate circuits:(a) ? = ??' + ?' ?' + ?'??'(b) ? ?, ?, ?, ? = 1, 2, 13, 14[2] (a) Implement the following function using NAND gates with a fan in of 2. F = (ab + d')(ac + b) + (ac +b)d (b) Simplify the above function and implement using NAND gates with a fan in of 2.Perform the functions given below with the decoder given below and a suitable logic gate. ?1(?,?, ?) = ∑m( 3, 5, 6) ?2(?,?, ?) =∑m ( 1, 4)