2. (30 points) Using gain, integrator and summation blocks, implement systems that represent the following equations...
4. (14 points) For a linear 2-DOF model of a vehicle E(r) moving on a uneven road, (a) describe the base excitation y(t) when the vehicle is moving to the right at speed v; (b) derive equations of motion for the vehicle model; (b) build a Simulink model based on the equations of motion, using the blocks given below, with y() as the input and xi() and x2) as outputs. m2 x1(r) yt)input du/dt 1/s Derivative Integrator Sum Signal Generator...
Problem 3 (30 Points) Express the following systems of equations in matrix form, then solve each system using matrix operations A) (assume a, B, and y are constants) _ai_ = 0.4 B)0.6 X1 +X2 Problem 4 (25 Points) Represent the following word problem as a system of linear equations, then solve the problem using any technique taught in class. A furniture manufacturing company makes tables, chairs, and stools. Each table requires 100 board-feet of plywood and 12 labor hours and...
Use opamp building blocks to implement the following functions: a) Ve = Vo1 - 5*Vo2 b) Vo = 2*Ve + dVe/dt Here, Vo1 and Vo2 are inputs, and Vo is output
Question 2: Solve the following system of equations using the elimination method. In- termediate systems should be clearly stated. (20 points) = -5 - - 2y + 3z 3.0 + 4y - 3 2.0 + y + 2 =-3
1. a. Using C++, represent the following graph using adjacency matrix, and implement DFS by using stack (define it using class) to traverse the graph. b. Similarly, implement BFS (define queue using class) to traverse the graph c.When node 6 is printed, what numbers are in the stack (for DFS) and queue (for BFS) respectively? Draw pictures to show them. 1. a. Using C++, represent the following graph using adjacency matrix, and implement DFS by using stack (define it using...
Write the incomplete parameters values for mentioned blocks and Complete the following model by drawing missing connections, model is to display a three-phase power system on a single Scope where the waveforms of three phases are three sine waves 60 degrees apart with unity amplitude clipped at points +0.3 and -0.5 and a frequency of 30 Hz. Note: to convert from Hz to radis multiply by 2*pi. Amplitudes Frequency Phase-- Scope Sine Wave * Amplitude-- Frequency Phaser Sine Wave1 Saturation...
Understand how to represent chemical reactions using an equations Question Using the chemical equation provided, identify which of the following are the coefficients of the reactants. 4 Fe + 30, — 2 Fe,0 Select all that apply: 07
Solve the following systems of linear equations using substitution 12p + 3q = 15 6q + p = 30 Remember that p = price, and q = quantity, the relationship of both variables is linear. Find the value of both variables.
Express each of the following sums in summation notation: (a) (2 points) 45 + 6 +T (b) (2 points) (1 - 2y1) +(x2-242)(x3-2ys)
8. (1) Implement the minimum subsequence sum using divide-and-conquer. (30 points) (2) For the array =[4-3 5-2-1 2 6-2, you should provide the solution using the minimum subsequence sum like the example in class. Test the sample for your code. (3) Obtain the T(n) expression for the above algorithm