After practically winning IOI, Victor got himself a nxn lattice containing whole numbers in every phone. n is an even number. The number in the cell in the l-th line and j-th segment is ai,j. Unfortunately, Mihai took the lattice from Victor and let him know he would return it with just one condition: Victor needs to tell Mihai the XOR-amount of the relative multitude of numbers in the entire matrix. Victor doesn't recollect every one of the components of the lattice, however he recalls some data about it: For every phone, Victor recalls the XOR-amount of all its adjoining cells. Two cells are viewed as neighbors on the off chance that they share an edge as such, for certain numbers 1 Si,j,k,Isn, the cell in the l-th line and j-th section is a neighbor of the cell in the k-th line and l-th segment if |i-k|=1 and j=l, or on the other hand if i=k and lj-I|=1. To get his lattice back, Victor is asking you for your assistance. Would you be able to utilize the data Victor makes sure to find the XOR-amount of the entire framework? Write the code

Q: 5. Let g(n) = log10 (n). Prove that g(n) = (lgn). Please show step by step solution. Show the work.

A: Given that, g(n)=log10(n) If we consider this as recurrence relation in the form aT(n/b)+nklogpn…

Q: Jason discovered that alarms can sing one of the n+1 tunes, which have the accompanying…

A: Here have to determine about the Song of the Sirens programming problem statement.

Q: e define that a function f(n) has an upper bound g(n)

A: Big O notation The function  f(n) = O(g(n)) is defined when the following two properties hold: There…

Q: Is it true that for any nfa M = (0,Σ,8,90.F) the complement of L(M)is equal to the set {w = Σ*: 8*…

A: Given query:

Q: make an adjacency matrix for the following: E= {(1,2),(2,1),(3,2),(4,3),(4,5),(5,6),(6,7)}

A: In this question we have to construct a adjacency matrix program a given graph set  Let's design a…

Q: If set A has size m, and set B has size n, then what is the size of the cross product of A and B?…

A: Introduction: A set is a collection of distinct and well-defined objects, which can be numbers,…

Q: or n=5 , In base there are more than 5 stars, however it should be equal to 5 like I shared picture…

A: In this question we have to write a python program for the hollow triangle with a same number of all…

Q: Prove : ?3 − 4? + 6 is divisible by 3 for all ? ∈ ℕ

A: According to the information given:- We have to prove the given equation.

Q: hathan's build the house on the places where the lightenin d that some of the cells of the field are…

A: We have to develop a C program that finds the maximum area of ​​the house that Jonathan can build on…

Q: Let ENFA = {N | N is an NFA and L(N) = Ø}. Prove that ENFA is in P.

A: Ans

Q: Let B = {a + bi|a, b ∈ N}. Prove that B is countable.

A: Let B = {a + bi|a, b ∈ N}. Prove that B is countable. Theorem 2.3: handout on the cardinality and…

Q: Rohan and his friends kept track of which cities they visited on their Euro trip on a map with 2k…

A: We can prove that Rohan's map has exactly k-connected components by using the fact that the number…

Q: If L=xyzy where x,y,z e (0,1)*, then L is CFL or regular? Explain with proper justification.

A: Given language is, L=xyzy where x,y,z belongs to (0,1)*. A language is said to be Context free if…

Q: Prove that {a"b"} is CFL but {a"b"c"} is not for n>=0.

A: Given , {a^nb^nc^n | n>=0}

Q: It was claimed that: (a, b) ≤ (c, d) ⇔ (a < c) ∨ (a = c ∧ b ≤ d) defines a well-ordering on N x N.…

A: A well-ordering is a total order on a set where every non-empty subset has at least element. It must…

Q: decimal number has a base k same. The singular digits of a base k number are called k-its. How about…

A: Here have to determine about singular digits of a base k number problem statement.

Q: Consider functions f, g, h : N → R†. Is it true that f (n) · g(n) = 0(h(n)) implies f(n) = O(h(n))…

A: True function  which is prove

Q: В - (В -А) = AnB (А -С) ) n (С -B) —Ф

A:

Q: Problem 4 Prove L = {w {b,c}* | w has equal number of b's and c's, and for all prefix u of w, the…

A: L={W={b,c}*|} prove that is regular or not

Q: . Show that if p(n) is a polynomial of the form n3 + C2 n² + c1 n + Co, then p(n) = ©(n³).

A: - We need to show that if the polynomial is given in the form of the equation n3 + C2n2 + C1n + C0.…