Question 2:Using C++Example Input12 33 62 3Example Output37 In this problem, we are working with binary strings with length K. A binary stringcontains only characters '0' and '1'. The bitwise XOR of two such strings X and Y(denoted by X OY)is also a binary string with length K.You have a sequence A of binary strings, indexed from 1. Initially, it is empty.You should process Q queries. In each query:• You are given two integers L and R (0 < L< R< 2k ). For each i (L

In this problem, we are working with binary strings with length K. A binary string contains only characters '0' and '1'. The bitwise XOR of two such strings X and Y (denoted by X Y) is also a binary string with length K. You have a sequence A of binary strings, indexed from 1. Initially, it is empty. You should process Q queries. In each query: • You are given two integers L and R (0 < L < R < 2* ). For each i ( L

In this problem, we are working with binary strings with length K. A binary string contains only characters '0' and '1'. The bitwise XOR of two such strings X and Y (denoted by X Y) is also a binary string with length K. You have a sequence A of binary strings, indexed from 1. Initially, it is empty. You should process Q queries. In each query: • You are given two integers L and R (0 < L < R < 2* ). For each i ( L

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question 2:

Using C++

Example Input

2 3

3 6

2 3

Example Output

In this problem, we are working with binary strings with length K. A binary string
contains only characters '0' and '1'. The bitwise XOR of two such strings X and Y
(denoted by X OY)is also a binary string with length K.
You have a sequence A of binary strings, indexed from 1. Initially, it is empty.
You should process Q queries. In each query:
• You are given two integers L and R (0 < L< R< 2k ). For each i (
L<i<R), consider the string which is the binary representation of i,
possibly padded with leading zeros so its length is exactly K; append this
string to A. In total, you should append (R – L+ 1) strings to A in this
query.
• Then, compute the number of pairs (i, j) (1 < i < j<|A|) such that
(A¡ O Aj) is a palindrome. Since this number can be very large, compute it
modulo 998, 244, 353.

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