Question Solved1 Answer 1. The voltage across the output terminals of an ideal DC voltage source a) depends on the external b) does not depend on c) depends on physical parameters circuit resistance the external circuit of the voltage source resistance 2. ADC voltage source internal resistance a) depends on the external b) does not depend on circuit resistance the external circuit resistance c) depends on physical parameters of the voltage source

use pspice Complete the design of the room thermostat shown in Fig.(1) to keep the room temperature between two threshold temperatures TH (28 °C) and TL (26 °C) The heater turns off when the temperature goes over TH and turns on when the temperature goes below TL. a) Determine by calculation the values of R1, R2, and R3.(Consider that +Vsat= 11.6V And - Vsat = 0.4V) b) Using PSPICE ,determine Vx, Vo 1,Vo2, Vo3, and the status of the BJT and the diode) at T = 8 °C and T =32 °C (Vout = 0.08V and Vout = 0.32V) c) Using PSPICE, plot Vo2(t) as the temperature increases from 8 °C to 32 °C. (replace the temperature sensor by VPWL piece wise linear voltage source). d) Using PSPICE, plot Vo2(t) as the temperature decreases from 32 °C to 8 °C. (in pspice replace the temperature sensor by VPWL or Vpulse voltage source). .) Write a simple report which includes: 1.Design calculations for R1 R2 and R3. 2. Simulation circuits and results. 3.Comparison of results and Conclusion

In this problem, y = 1/(x2 + c) is a one-parameter family of solutions of the first-order DE y' + 2xy2 = 0. Find a solution of the first-order IVP consisting of this differential equation and the given initial condition. y(3) = 1/5 y = ? Give the largest interval I over which the solution is defined. (Enter your answer using interval notation.) ? need two answer

0 S X-S= 1-K 5-x, Let f(x) = { 3x x<3 + 1, x>3. Complete parts a through d below. a. Find lim f(x) and lim f(x). Select the correct choice below and, if necessary, fill in any answer box(es) in your choice. x+3+ X-3 OA. ОВ. lim f(x) = and lim f(x) does not exist. X-3 (Simplify your answer.) lim f(x) = . lim f(x) = X-3" (Simplify your answers.) lim f(x) = and lim f(x) does not exist (Simplify your answer.) Ос. b. Does lim f(x) exist? If so, what is it? If not, why not? Select the correct choice below and, if necessary, fill in any answer box in your choice c. Find lim f(x) and lim f(x). Select the correct choice below and, if necessary, fill in any answer box(es) in your choice. X-5 X-5+ X-5 d. Does lim f(x) exist? If so, what is it? If not, why not? Select the correct choice below and, if necessary, fill in any answer box in your choice X5

can please answer this question, thank you I need today 1. A post-tensioned bonded concrete beam has a prestress of 1560 kN in the steel immediately after prestressing which eventually reduces to 1330 kN. The beam carries two live loads of 45 kN each in addition to its own weight of 4.40 kN/m. Compute the extreme fiber stresses at mid- span: 45 KN 45 KN 4.5 m 3 m 4.5 m 300 mm 0 600 mm 175 mm Mid span section 15 points 1.1 under the initial condition with full prestress and no live load * Your answer 1.2 under final condition after all the 15 points losses have taken place and with full live load *

Write C++ programs using a single main function. Hint:for each problem write a test function for it then call thesetest functions in the main function. Section 2.3 12. Write a C++ function: int rectArea (int len, int wid) that returns the area of a rectangle with length len and width wid. Test it inside the main program that inputs the length and width of a rectangle and outputs its area. Output the value in the main program, not in the function. 13. Write a C++ function void rect (int& ar, int& per, int len, int wid) that computes the area ar and perimeter per of a rectangle with length len and width wid. Test it inside the main program that inputs the length and width of a rectangle and outputs its area and perimeter. Output the value in the main program, not in the procedure. Section 2.4 14. Write a C++ recursive function int fib(int n) that returns the value of the n’th Fibonacci number. Do not use a loop. Test it in the main program, not in the function. The Fibonacci sequence is 0 1 1 2 3 5 8 13 21... Each Fibonacci nu ber the sum of the preceding Fibonacci nur //Lab1.cpp // add statement to include iostream // add statement to use namespace std // declare all functions except main function here int rectArea (int len, int wid); void testExercise12(); void rect (int & ar, int& per, int len, int wid); void testExercise13(); Int main() { cout << "Lab1: your real names" << endl; cout << "Test exercise 12: " << endl; test Exercise12(); return 0; } #Implement all functions you have declared here. Section 2.3 12. Write a CH function int rectArea (int len, int wid) that returns the area of a rectangle with length len and width wid. Test it with a main program that inputs the length and width of a rectangle and outputs its area. Output the value in the main program, not in the function, Sample Input 6 10 Sample Output The area of a 6 by 10 rectangle is 60. 13. Write a CH function void rect (int& ar, int& per, int len, int wid) that computes the area ar and perimeter per of a rectangle with length len and width wid. Test it with a main program that inputs the length and width of a rectangle and outputs its area and perimeter. Output the value in the main program, not in the procedure. Sample Input 6 10 Sample Output Length: 6 Width: 10 Area: 60 Perimeter: 32 Section 2.4 14. Write a CH program that asks the user to input a small integer. Then use a recursive function that returns the value of that Fibonacci number as defined in Exercise 5. Do not use a loop. Output the value in the main program not in the function, Sample Input/Output Which Fibonacct number? 8 The number is 21

2.10 A substrate is decomposed in the presence of an enzyme according to the Michaelis-Menten equation with the following kinetic parameters: Ky=10 g/L Fmax = 7 g/L min If we operate two one-liter CSTRs in series at steady state, what will be the concentration of substrate leaving the second reactor? The flow rate is 0.5 L/min. The inlet substrate concentration is 50 g/L and the enzyme concentration in the two reactors is maintained at the same value all of the time. Is the two-reactor system more efficient than one reactor whose volume is equal to the sum of the two reactors?