(1) Simplify the Boolean expression: ((B + C) + ĀD)(Ā+B) (C + D) (2) Draw the logic diagram corresponding to the following Boolean expression without simplifying it: A + CD + (A + D)(C + D) (3) Draw a CMOS circuit (containing both pull-up and pull-down networks) which implements the following logic expression: x, + xz X3

Given the circuit below with 10 = 20 A, R1 = 4 ohms, R2 = 6 ohms, R2 ww 10 R1 Question 9: Find the Norton equivalent current. Be sure to select your answer in the quiz and sho a. 8 A b. 10 A c. 12 A d. 6 A e. Write in your answer

O pA:YY 40 docs.google.com/forms/d/e, Q1: Choose the correct answer for the following: 3- For a (1 k2) copper composition resistor with a temperature coefficient at (20°C) 0.00393, determine the resistance at (80°C) ? * 1.24 Q O 1.42 Q 1.44 Q This is a required question 7-What is the relative increase or decrease in conductivity of a conductor if the area is increasing by (30%) and the length is decreasing by (40%) ? The resistivity is fixed. * G2 =2.1667 G1

Given data: I1=0.06 I2=0.25 I3=0.42 I4=0.74 I5=0.49 I6=0.32 R1=25 R2=45 R3=10 R4=15 R5=20 R6=40 E1=10v(battery )E2=35v(battery)

Thanks

do it Fast

Question 3 Ry R V1 b. R1 For the above circuit 39 Volts Ry-6 Ohms R,-4 Ohms R336Ohms, Ry-4 Ohms Determine V at the (a.b) terminals. Round your answer to the nearest single digit decimal place. For example, if your calculated answer is 3.78, then en %2: a Type here to search hp

Please provide a complete and clear solution. Please answer for I have 30 minutes left. No Scientific notation. Do not round off in the middle of calculation. Use stored values. Please round off to the nearest 4 decimal places for the final answer. Thank you very much.

1.

3 - Find the karnaugh maps corresponding to the device below. D1 D2 J1 01 J2 Q2 CLK CLK K1 Q1 K2 Q2 CLK J1 K1 0 1 O 10 Q1 Q1 J2 Q1 K2 Q1 1 1 1 a) O Q2 O 1 1 1 dd 1 1 d. Q2 Q2 Q2 1 1 d 1 1 1 J1 Q1 K1 Q1 12 Q1 K2 Q1 | 1 1 1 1 b) O 1 d 1 d Q2 1 Q2 Q2 P d Q2 1 1 1 d 1 1 d J1 Q1 K1 Q1 J2 Q1 K2 Q1 O 1 0 1 1 d 1 1 c) 1 Q2 Q2 Q2 Q2 1 d1 1 1 J1 Q1 K1 Q1 J2 Q1 K2 Q1 1 1 O o 1 1 d d d) O 1 1 O 1 Q2 1 0 O 00 1 d d d. Q2 Q2 Q2 1 1 J2 O 1 0 1 J1 Q1 K1 Q1 Q1 K2 Q1 | 1 1 1 e) O 1 1 Q2 1 Q2 1 d 1 Q2 d Q2 1 d 1 J1 Q1 K1 Q1 J2 Q1 K2 Q1 1 1 1 1 f) O 1 P d 1 d 1 Q2 Q2 Q2 Q2 1 1d 1 1 d 1 1 P