Function [R] = STORER (JB, JE, NGJT, NDOF, NSC, Q₁ AMARE Start Subroutine STORER 1=1+1 Arguments: JB, JE, NCJT. NDOF. NSC. Q. R yes 11=(JB-1) NCJT + 1 no 1=1 1≤2°NCJT? yes I≤NCJT? N=NSC(II) no 11=(JE-1) NCJT+(1-NCJT) N> NDOF? no yes R(NNDOF) = R(N-NDOF) + Q() End Subroutine STORER Return to calling program 2 Fig. 5.33 Flowchart of Subroutine STORER for Storing Member Forces in Support Reaction Vector for Beams Matrix Analysis of Structures, 2nd Ed. by Aslam Kassimali 124 42 make must Code Location modificati: as per STORES

Function [R] = STORER (JB, JE, NGJT, NDOF, NSC, Q₁ AMARE Start Subroutine STORER 1=1+1 Arguments: JB, JE, NCJT. NDOF. NSC. Q. R yes 11=(JB-1) NCJT + 1 no 1=1 1≤2°NCJT? yes I≤NCJT? N=NSC(II) no 11=(JE-1) NCJT+(1-NCJT) N> NDOF? no yes R(NNDOF) = R(N-NDOF) + Q() End Subroutine STORER Return to calling program 2 Fig. 5.33 Flowchart of Subroutine STORER for Storing Member Forces in Support Reaction Vector for Beams Matrix Analysis of Structures, 2nd Ed. by Aslam Kassimali 124 42 make must Code Location modificati: as per STORES

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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SATURATE ALGORITHM: ;n = saturate32(p >m)) ;n=0X7FFFFFFF^sign(p) P, n, ASR m Passing Parameters in Registers (Example 10.3): m=r1, n=r2, p=r0 SRAM_BASE EQU Ox40000000 AREA PassbyReg, CODE, READONLY ENTRY SR, =SRAM_BASE MOV r0, #0x40000000 MOV r1, #2 LDR BL ; Performs r2 = saturate32 (ro << r1) ; r6 = scratch register STMDBSPL. {r6, I ; LR on stack for reentrancy saturate saturate SATURATE ALGORITHM LDMIA sp!, {r6, pc} ; return END Passing Parameters by Reference (Example 10.4): m=r7, n=r4, p=r5 SRAM BASE EQU Ox40000000 AREA PassbyMem, CODE, READONLY ENTRY SR, =SRAM_BASE r3, =SRAM_BASE+100 MOV r1, #0x40000000 MOV r2, #2 STMIA r3, (r1, r2} LDR ; memory for param. LDR ; save off parameters BL saturate ; Performs r4 = saturate32 (r5 << r7) ; r6 = scratch register STMIA sp!, {r4-r7, I}; LR on stack for reentrancy LDMIA r3, {r5, r7} saturate. ; get parameters from memory SATURATE ALGORITHM STR r4, [r3] LDMDBSP), {r4-r7, pc} ; move result to memory ; return END
6.Implement an algorithm to perform the following operations on single linked list Task 1: Take two linked lists L1 and L2 as input, check whether there is a loop in a L1 and L2. Task 2: If there is a loop break the loop Task 3: then sort the linked list L1 in ascending order and sort the Linked list L2 in descending order Task 4: merge the 2 linked lists in which L1 should be ascending order and L2 should be in descending order. Task 5: After merging the 2 linked lists then remove duplicates and print it. Input format --> First line contains the size of linked list L1 --> scan the elements as long as the size of L1 --> 3rd line contains the flag value 0 or 1 if flag==0 then there is no loop in list1 If flag==1 the there is a loop, then take an index number as a input the last element of a linked list will be joined the indexed elements --> following three lines is as same as linked list L1 for Linked list L2
Assume an open addressing hash table implementation, where the size of the array is N = 19, and that double hashing is performed for collision handling. The second hash function is defined as: d(k) = q -k mod q, where k is the key being inserted in the table and the prime number q is = 7. Use simple modular operation (k mod N) for the first hash function. i) Show the content of the table after performing the following operations, in order:put(45), put(25), put(12), put(61), put(38), put(88), remove(12), put(39), remove(61), put(18), put(29), put(29), put(35).i) What is the size of the longest cluster caused by the above insertions? ii) What is the number of occurred collisions as a result of the above operations? iii) What is the current value of the table’s load factor?
Please convert to C language //linear probing#include <bits/stdc++.h>using namespace std; void add_using_linear_probing(int hash[], int a){ //hash function h(x)=x%10 int k = a % 10; //linear probing while (true) { if (hash[k] == -1) { hash[k] = a; break; } k = (k + 1) % 10; //linear increment of probe }} int main(){ //set of input numbers vector<int> arr{ 123, 124, 333, 4679, 983 }; //initialize the hash table //each entry of the hash table is a single entry int hash[10]; //size of hashtable is 10 memset(hash, -1, sizeof(hash)); //initialize with empty initially for (int a : arr) { //hashing add_using_linear_probing(hash, a); } cout << "---------using linear probing---------\n"; cout << "Hash table is:\n"; for (int i = 0; i < 10; i++) { if (hash[i] == -1) cout << i << "->" << "Empty" <<…
Please convert to C language //quadratic probing#include <bits/stdc++.h>using namespace std; void add_using_quadratic_probing(int hash[], int a){ //hash function h(x)=x%10 int k = a % 10; //quadratic probing int incr = 1; while (true) { if (hash[k] == -1) { hash[k] = a; break; } //quadratic increment of probe k = (k + int(pow(incr, 2))) % 10; incr++; }} int main(){ //set of input numbers vector<int> arr{ 123, 124, 333, 4679, 983 }; //initialize the hash table //each entry of the hash table is a single entry int hash[10]; //size of hashtable is 10 memset(hash, -1, sizeof(hash)); //initialize with empty initially for (int a : arr) { //hashing add_using_quadratic_probing(hash, a); } cout << "---------using quadratic probing---------\n"; cout << "Hash table is:\n"; for (int i = 0; i < 10; i++) { if (hash[i] == -1) cout…
Please convert to C language //double hashing#include <bits/stdc++.h>using namespace std; int digit(int a){ return to_string(a).length();} void add_using_double_hashing(int hash[], int a){ //hash function h1(x)=x%10 //hash function h2(x)=digit(x) //for incrementing probing int k = a % 10; //double hashing int count = 1; while (true) { if (hash[k] == -1) { hash[k] = a; break; } //double hashing for incrementing prob length k = (k + count * digit(a)) % 10; count++; }} int main(){ //set of input numbers vector<int> arr{ 123, 124, 333, 4679, 983 }; //initialize the hash table //each entry of the hash table is a single entry int hash[10]; //size of hashtable is 10 //initialize with empty initially memset(hash, -1, sizeof(hash)); for (int a : arr) { //hashing add_using_double_hashing(hash, a); } cout << "---------using double…
Analyze the given linked list figure, use the following pointers (head, p1, p2, p3, p4) and choose the correct answer: head 10 + 20 - 30 p1 data p2 tmp next p3• 20 p4 + NULL O p3->next is NULL O p3 is NULL O p3->next is equal to tmp O p3 is equal to p2
Analyze the given linked list figure, use the following pointers (head, p1, p2, p3, p4) and choose the correct answer describing the state of your data structure. head • 10 20 30 p1 data p2 tmp next p3. 20 p4 NULL O tmp is equal to p2->next O tmp->next is equal to p2->next O tmp->next is equal to 30 O tmp is equal to 30
StackGuard is a tool for detecting buffer overflows. It modifies the compiler to place a known(pseudo)random number (a canary) on the stack just before the return address when a function is called. Additional code is added so that, just before the function returns, it pops the canary and compares it to the value thatwas placed upon the stack. If the two differ, StackGuard asserts a buffer overflow has occurred, and invokes anerror handler to terminate the program. How effective is this approach at stopping stack-based buffer overflows?Under what conditions might it fail?
10. Consider the following code: .386 .model flat, stdcall .stack 4096 ExitProcess PROTO, dwExitCode : DWORD .data aVal SDWORD -6 bVal SWORD 19h cVal DWORD 17h .code mov edx, aVal add edx, edx mov eax, 0FFFFFFFFh mov ax, bVal sub edx, eax Show the content of edx and eax after executing each instruction in Hexadecima
Write a C program to perform following operation on Circular LinkedList:  Create() - Create a Circular LinkedList  Sum() - Sum all the elements  Length() - Count the number of nodes and display it  Delete() - Delete a node from the ending Note: It must be menu-driven program and User defined functions must be there for all the functionalities
Given a stack, switch_pairs function takes a stack as a parameter and thatswitches successive pairs of numbers starting at the bottom of the stack.For example, if the stack initially stores these values:bottom [3, 8, 17, 9, 1, 10] topYour function should switch the first pair (3, 8),the second pair (17, 9), ...:bottom [8, 3, 9, 17, 10, 1] topif there are an odd number of values in the stack, the value at the top of thestack is not moved: For example:bottom [3, 8, 17, 9, 1] topIt would again switch pairs of values, but the value at thetop of the stack (1)would not be movedbottom [8, 3, 9, 17, 1] topNote: There are 2 solutions:first_switch_pairs: it uses a single stack as auxiliary storagesecond_switch_pairs: it uses a single queue as auxiliary storage""".