4. Apply B-reduction to the following A-expressions as much as possible (a) (Az.z) (Ay.y y) (Ar.x a) (b) (Az.z) (Az.z z) (Az.z y) (c) (Ar.Ay.r y y) (Aa.a) b
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- Let A = {b, h, s}. Draw A(r) for each regular expression r below. (iii) r3 = (sh)*In this small funtion, identify and define each part of the functionint addition (int a, int b) { int r; r=a+b; return r; }8. Let E = {0, 1}. Compute the language of the given regular expression. (a) L(10) (b) L(ɛ +0*)
- Write an FP(functional programming) function to implement each of the following definitions.a. f(n) = ⟨(0, 0), (1, 1), . . . , (n, n)⟩.b. f ((x1, . . . , xn), (y1, . . . , yn)) = ⟨(x1, y1), . . . , (xn, yn)⟩ and program it in either Java or python to show how it worksDescription Develop a C program that computes the different roots in a quadratic equation, ax + bX?=0. r= -b ± v (b? – 4ac) , rl is the root when the + is used in the equation and r2 is the root when 2a the – is used. The roots r1 and r2 can only be computed when the discriminant (b - 4ac) is greater than the zero else the quadratic equation does not have any roots and therefore the program should display "no roots". NOTE: sąrt is a built in function in C to extract the roots. The program will prompt to input the values of a, b and c and output the roots r1 and r2 or no roots at all. Check your answer manually. Sample Output if Applicable CT 0:Ruel Lauron\C_Programs\QUAD.exe Enter the value of a:1 Enter the value of b:-3 Enter the value of c:-10 The value of x1 is 5.00 The value of x2 is -2.00In LISP, the function returns t if <object> is a CONS cell and nil otherwise: A. (cons <object>) B. (consp <object>) C. (eq <object>) D. (cous = <object>) E. None of the above
- Can you help me writing a UML diagram for the following codeUsing the following variable bindings: (setq x ‘(a b c d)) (setq y ‘(1 2 3 4)) Using only variables x and y, car, cdr, and cons, provide Lisp expressions to generate: (4 c (b 2))Using the following variable bindings: (setq x ‘(a b c d)) (setq y ‘(1 2 3 4)) Using only variables x and y, car, cdr, and cons, write Lisp expressions to generate: ((a c) (1 2)) . a)
- Graph plotting write a code (can be in c ++, python, c # ...) that graphically represents the function f (w, t) = Eo cos (wt + δ) for the case belowEo=1 , w=1, δ=0 for t=0 to t=4πUsing the following variable bindings: (setq x ‘(a b c d)) (setq y ‘(1 2 3 4)) Using only variables x and y, car, cdr, and cons, make Lisp expressions to generate: (d c b a)C++ For problems below: 1. Define variable(s) that represent input size(s) for the functions. Give reasoning. 2. Write down a function that represents the count of operators in terms of the input size(s). Give reasoning for your counts. 3. Determine the big-oh of the function that represents the count of operators. Give reasoning. --------------------------------------------------------------------------------- int GenerateRandomValue(int min, int max) { return rand() % (max - min + 1) + min; }