PLEASE SOLVE ii ans iv, thank
you
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PLEASE SOLVE ii ans iv, thank
you
Theorem 2.35 (Putzer Algorithm for Finding eAt) Let 11,...
Please answer d,e,f and g, thank you! roblem 1. Let (U common p.d.f. i 1 be...
Please answer d,e,f and g, thank you!
roblem 1. Let (U common p.d.f. i 1 be a sequence of ii.d. discrete random variables with f(k) for k = 1, 2, 3 and for n 21 let Sn = Σ,u. (a) Find the probability that S2 is even. (b) Find the probability that Sn is even given that S,-1 is even. (e) Find the probability that Sn is even given that S-1 is odd. (d) Let pn P(Sn is even). Find...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two different algorithms that can solve the problem in the competition. • Algorithm I solves problems by dividing them into five subproblems of half the size, recursively solving each subproblem, and then combining the solutions in linear time. • Algorithm 2 solves problems of size n by dividing them into 16 subproblems of size n/4, recursively solving each subproblem, and then combining the solutions in...
I NEED A MATHEMATICAL ALGORITHM FOR A CEASER CHYPER I CREATED. PLEASE HELP ME...THANK YOU! THE...
I NEED A MATHEMATICAL ALGORITHM FOR A CEASER CHYPER I CREATED. PLEASE HELP ME...THANK YOU! THE SINGLE-DIGIT KEY IS 14 THE PHRASE IS "GOOD MORNING PROFESSOR" THE CYPHER IS UCCR ACFBWBU DFCTSGGCF I DON'T KNOW HOW TO CREATE THE ALGORITHM AND IT CANNOT BE COMPUTER GENERATED. a. Develop a Caesar cipher-type encryption algorithm with a little more complexity in it. For example, the algorithm could alternatively shift the cleartext letters positive and negative by the amount of the key value....
Please answer this in specific way,thanks. 1. A Markov chain X = (X2) >0 with state...
Please answer this in specific way,thanks.
1. A Markov chain X = (X2) >0 with state space I = {A, B, C} has a one-step transition matrix P given by 70 2/3 1/3) P= 1/3 0 2/3 (1/6 1/3 1/2) (a) Find the eigenvalues 11, 12, 13 of P. (b) Deduce pn can be written as pn = 10 + XU, + Aug (n > 0) and determine the matrices U1, U2, U3 by using the equations n = 0,1,2....
please answer 11, 12, and 13 thanks Expert Q&A Done QUESTION 11 1. The greedy best-first...
please answer 11, 12, and 13
thanks
Expert Q&A Done QUESTION 11 1. The greedy best-first search algorithm is complete. True False 2. QUESTION 12 1. A and B are propositions, Given the equality PIAB) x and the following statements. (A means negation A) ii) B ->P(A) x (iii) P(Al-B)-1-X (iv) P(-AIB) 1-x Which of the above statements are necessarily true? a. only (i) and (ii) b.only (i) and (iii) c. only (iv) only (ii) and (iv) QUESTION 13 ....
Please prove the theorems, thank you 6.1 Theorem. Let anx+an-1- +ag he a polynomial of degree...
Please prove the theorems,
thank you
6.1 Theorem. Let anx+an-1- +ag he a polynomial of degree n0 with integer coefficients and assume an0. Then an integer r is a Poot of (x) if and only if there exists a polynomlal g(x) of degree n - with integer coeficients such that f(x) (x)g(x). This next theorem is very similar to the one above, but in this case (xr)g(x) is not quite equal to f(x), but is the same except for the...
It’s question 2.3.7 that needs to be answered but only do (iv) please explain with details...
It’s question 2.3.7 that needs to be answered but only do (iv)
please explain with details and circle your answer
Theorem 2.3.6. The following statements hold for all a,b,c,d Z. (i) a | 0, 1 1 a, and a l a. (ii) a l 1 ifand only ifa = ±1. (ii) If a | b and c |d, then ac | bd. (iv) Ifa | b and b | c, then a | c. (v) Ifa | b and a,b...
Subject: Algorithm solve only part 4 and 5 please. need urgent. 1 Part I Mathematical Tools and Definitions- 20 points, 4 points each 1. Compare f(n) 4n log n + n and g(n)-n-n. Is f E Ω(g),fe 0(g)...
Subject: Algorithm
solve only part 4 and 5 please.
need urgent.
1 Part I Mathematical Tools and Definitions- 20 points, 4 points each 1. Compare f(n) 4n log n + n and g(n)-n-n. Is f E Ω(g),fe 0(g), or f E (9)? Prove your answer. 2. Draw the first 3 levels of a recursion tree for the recurrence T(n) 4T(+ n. How many levels does it have? Find a summation for the running time. (Extra Credit: Solve it) 3. Use...
How do you solve number 6 and 7? command Part IV R let R - be...
How do you solve number 6 and 7?
command Part IV R let R - be a linear transformation given by T(x) = A x Ti - 17 n = surjective m = injective A=11 0 o 1 - T- 2 - 3 ux3 ñ m kernel of T for the find a basis -1 17 Ri=RtR 2 1 -2 -000 --00 Tio 17 R3 = R3-Ru Il -2 - 2 -2 1 | Ry:Rut Ri ( - 17 Re...
1. Let X be an iid sample of size n from a continuous distribution with mean...
1. Let X be an iid sample of size n from a continuous distribution with mean /i, variance a2 and such that Xi e [0, 1] for all i e {1,...,n}. Let X = average. For a E (0,1), we wish to obtain a number q > 0 such that: (1/n) Xi be the sample Р(X € |и — 9. и + q) predict with probability approximately In other words, we wish to sample of size n, the average X...
Please answer d,e,f and g, thank you!
roblem 1. Let (U common p.d.f. i 1 be a sequence of ii.d. discrete random variables with f(k) for k = 1, 2, 3 and for n 21 let Sn = Σ,u. (a) Find the probability that S2 is even. (b) Find the probability that Sn is even given that S,-1 is even. (e) Find the probability that Sn is even given that S-1 is odd. (d) Let pn P(Sn is even). Find...
(a) Your company participates in a competition and the fastest algorithm wins. You know of two different algorithms that can solve the problem in the competition. • Algorithm I solves problems by dividing them into five subproblems of half the size, recursively solving each subproblem, and then combining the solutions in linear time. • Algorithm 2 solves problems of size n by dividing them into 16 subproblems of size n/4, recursively solving each subproblem, and then combining the solutions in...
Please answer this in specific way,thanks.
1. A Markov chain X = (X2) >0 with state space I = {A, B, C} has a one-step transition matrix P given by 70 2/3 1/3) P= 1/3 0 2/3 (1/6 1/3 1/2) (a) Find the eigenvalues 11, 12, 13 of P. (b) Deduce pn can be written as pn = 10 + XU, + Aug (n > 0) and determine the matrices U1, U2, U3 by using the equations n = 0,1,2....
please answer 11, 12, and 13
thanks
Expert Q&A Done QUESTION 11 1. The greedy best-first search algorithm is complete. True False 2. QUESTION 12 1. A and B are propositions, Given the equality PIAB) x and the following statements. (A means negation A) ii) B ->P(A) x (iii) P(Al-B)-1-X (iv) P(-AIB) 1-x Which of the above statements are necessarily true? a. only (i) and (ii) b.only (i) and (iii) c. only (iv) only (ii) and (iv) QUESTION 13 ....
Please prove the theorems,
thank you
6.1 Theorem. Let anx+an-1- +ag he a polynomial of degree n0 with integer coefficients and assume an0. Then an integer r is a Poot of (x) if and only if there exists a polynomlal g(x) of degree n - with integer coeficients such that f(x) (x)g(x). This next theorem is very similar to the one above, but in this case (xr)g(x) is not quite equal to f(x), but is the same except for the...
It’s question 2.3.7 that needs to be answered but only do (iv)
please explain with details and circle your answer
Theorem 2.3.6. The following statements hold for all a,b,c,d Z. (i) a | 0, 1 1 a, and a l a. (ii) a l 1 ifand only ifa = ±1. (ii) If a | b and c |d, then ac | bd. (iv) Ifa | b and b | c, then a | c. (v) Ifa | b and a,b...
Subject: Algorithm
solve only part 4 and 5 please.
need urgent.
1 Part I Mathematical Tools and Definitions- 20 points, 4 points each 1. Compare f(n) 4n log n + n and g(n)-n-n. Is f E Ω(g),fe 0(g), or f E (9)? Prove your answer. 2. Draw the first 3 levels of a recursion tree for the recurrence T(n) 4T(+ n. How many levels does it have? Find a summation for the running time. (Extra Credit: Solve it) 3. Use...
How do you solve number 6 and 7?
command Part IV R let R - be a linear transformation given by T(x) = A x Ti - 17 n = surjective m = injective A=11 0 o 1 - T- 2 - 3 ux3 ñ m kernel of T for the find a basis -1 17 Ri=RtR 2 1 -2 -000 --00 Tio 17 R3 = R3-Ru Il -2 - 2 -2 1 | Ry:Rut Ri ( - 17 Re...
1. Let X be an iid sample of size n from a continuous distribution with mean /i, variance a2 and such that Xi e [0, 1] for all i e {1,...,n}. Let X = average. For a E (0,1), we wish to obtain a number q > 0 such that: (1/n) Xi be the sample Р(X € |и — 9. и + q) predict with probability approximately In other words, we wish to sample of size n, the average X...
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