Please, I need help with a "fuzzy logic" problem (a topic of
Process Control).
See picture 7.1 of the problem:
Please, I need help with a "fuzzy logic" problem (a topic of Process Control). See picture...
Problem 4. Given the following circuit, determine the SOP logic expressions for the functions Fand G in terms of the variables w, x, y and z without substituting all possible combinations for the input variables. The SOP expression does not have to be the simplest one. - F(w.x,yz) u 2-to-MUX 2-to-4 Dec - G(w.x,y,z)
Please help me to solve this probability problem. 2. Consider a random variable X with the following PDF f(x) f(x) = for 0s x<1 x, 2-x for 1s XS2 otherwise (a) Consider 6 independent random variables X, X2, X3, X4, X5, Xs with the PDF f(x) given above. What will be the PDF of Y= (X1+X2+ X3+ X4+ Xs* X6) approximately? Explain it. (b) Compute the probability of Y>8.
I am new to this topic. pls help with steps and explain. (9) Combinational Logic Design 7 marks Consider the seven-segment display for hexadecimal computation as shown in Fig. P-9A. The hexadecimal number wxyz is used to represent 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, and F. a f g b с I (294567 BERBEDEF Fig. P-9A (9a) 3 marks Fill in the truth table for the strokes a, b, c, d,...
Please help me solve this problem. Thanks! Problem 1 (weight 25%) Consider the problem Maximise f(x, y, z) = x + y +2z when g(x,y,z) = x2 +y2 +2z2 = 4. (*) (a) Explain why the problem (*) does have a solution (b) Suppose that ( has a solution, and use Lagrange's method to set up the necessary conditions for solving the problem. (c)Find all the triplets (r. y, 2) that satisfy the necessary conditions for solving the problem (*),...
Real analysis problem is attached in the picture. Please only attempt if you're familiar with the topic. This is a proof based problem that I am having trouble with. 2. Let F: R2R2 be a mapping defined by F(a, g) (u, where v-v(z, y) = y cos(x). Note that F(-r/3,n/3) = (-r/6, π/6). (i) Show that there exist neighborhoods U of (-π/3, π/3), V of (-π/6, π/6), and a differentiable function G: V such that F restricted to F(U)...
i need help with all of the odd number problems in that picture. i tried doing it mysef but i am unable to get the answer find the derivative 2. g(x) = (42? + 1)? 4. R=(Q2 +1) 6. f(x) = (x3 + x2)-90 W 8. y= V33 +1 10. C = 12(3q? – 5)3 12. y = 5e5t+1 14. w = eV 1. f(t) = (x + 1)99 3. w= (tº + 1) 100 5. w = (5r –...
I will rate your answer so please make sure the answer is accurate. The following question is a Calculus 3 problem, please answer 2) in the picture shown below, please show all the steps (step by step) and write out nicely and clearly: 1. Use Stokes, Theorem to find ls (curlF): ndS where F(x, y, z) = (y2z,zz, x2y2) and s is the portion of the paraboloid z x2 + y2 that lies inside the cylinder x2 +y-1. Use the...
Please help. full steps please htbl blan tepese 2 0 .02 .14 06 |:14 I: 1 05 06 12 .12 0 .15 .09 .02 03? 2 ?? a) (10 pts) Calculate the marginal pmfs of X and Y. b) (10 pts) Calculate P(O<X+Y<4) c) (5 pts) Are X and Y independent. Justify your answer. d) (10 pts) Calculate the correlation coefficient and interpret the result. f Of u randomly selected male voters, X, are registered democrats whereas of n,a
U Question 15 "C 7 pts "С If S is the surface of the cylinder E= {(x,y,z) : 32 + y < 4,1523}, oriented outwards, which of the following (after applying the Divergence Theorem) will compute zyz) - dS? 40 O (1 + y2 cos & sin 6)r dr de dz REC O 1988 6%" /*(1 + == sin ®)r dr do dz %%% %%% %%% (r cos 0 + 32 + y2 z cos ( sin 0), dr do...
Hi I need help with these questions please explain how you solved them thanks ! 3. Which of the following statements are true, and whi ch ones are false? (a)コz E R such that x2 < 0. (b) Vz E R,ヨy E R such that xy = 1.イトー包吣truunl real nrwe 弋(e) 크x E R, such that Vy e R, xy = 0. T),w-Sort (en mn- k@) 크x > 0, such that Vy e R, xy = 0.dr. X (e) ,...