See whole document In a multiple-choice quiz, each question has 4 answer choices, and a student randomly guess oneach question. If the quiz has 8 questions, let X be the number of correct answers.(a) Write the PMF of X.(b) Compute P(X = 3).(c) What is the probability that the student gets at least 6 of the question correct?2

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Answered: In a multiple-choice quiz, each…

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter6: Power Flows

Section: Chapter Questions

Problem 6.22P

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What is the right answer for part D
I need the correct expert solution with explanation of the steps of the solution and the abbreviations, please.
Question 1 Digital Electronics and Combinational Logic la) Analog and Digital Electronics i. Write either "digital" or "analog" in this to indicate whether the property in that row is typical of digital electronics or analog electronics. The first row has been completed as an example. Property Difficult, manual circuit design Continuous valued signals Tolerant of electrical noise Circuit state tends to leak Intolerant of component variations Digital/Analog Analog ii. In older cars the timing of the electrical pulses to the spark plugs was controlled by a mechanical distributor. This contained a rotating contact that was mechanically linked to the rotation of the engine. Newer cars use electronic ignition. Electrical sensors detect the position and speed of the motor and a digital controller sends ignition pulses to the spark plugs. Briefly describe 2 likely benefits of the digital electronic ignition system over the mechanical one. An example is given first. More flexible control: the…
I need only part C only
Need a well defined answer with all steps and explanations
please solve number 1
Q1. Convert following numbers in given radix system: a. (697)10 into Octal and Hexa decimal b. (2D9)16 into Decimal and Octal Q2. Using two's complement representation, solve: a. 101110001 – 1111111001 b. 1010101010 – 1010010101 Q3. Perform following arithmetic operations: a. (6767)10 + (3592)10 using BCD b. (C7C)16 - (B0E)16 using 16's complement Q4. A code 1011011 needs to be sent to the receiver. Using, hamming code find out the code- word and the mechanism to check the corrected data when error occurred at 4th bit. (Assumptions: Right to Left with Odd Parity) Q5. (a) Convert the following logic gate circuit into a Boolean expression, writing Boolean sub-expressions next to each gate output in the diagram: A (b) Realise Ex-OR gate using universal gate? Q6. Implement and simplify f (A, B, C, D) = E(1,3,5,8,9,11,13,15) using K-map?
List the parts
Q1: A sequential circuit has one inputs X and one output (Z) is used to detect the sequence 1011. The output Z=1 when the circuit detect the sequence 1011, otherwise Z=0. Sketch the stated diagrams of the following specifications: 1. Mealy model and the overlap is allowed. 2. Mealy model and the overlap is not allowed. I need to solve the question step by step and in clear handwriting.
1.2 Convert to octal. Convert to hexadecimal. Then convert both of your answers to decimal, and verify that they are the same. 111010110001.011, (b) 10110011101.112
The subject is Power Electronics and Power Systems Please send the answer by typing ONLY. I don't want any handwritten. Show All Answers Steps. Also, don't copy-paste from the net, as plagiarism will be counted. Q-01 (What is called Buck Converter & What is called Boost Converter?) give two examples for each.
Which answer, below, best describes Rent's Rule? O A. The number of wires that emerge from an area of logic is proportional to a fractional power of the area occupied by the logic (the fraction is usually close to 0.5) O B. The number of wires that emerge from an area of logic is proportional to a power of the area occupied by the logic (the power is usually close to 3) O C. The number of wires that emerge from an area of logic is proportional to the square of the area occupied by the logic O D. The number of wires that emerge from an area of logic is proportional to the area occupied by the logic O E. The number of wires that emerge from an area of logic is equal to a fractional power of the area occupied by the logic (the fraction is usually close to 0.5)

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