What is spooling and buffering?
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Prepare the UGC CSIR net question papers those are enough. The question paper will be of 50 questions in size each 3 marks and with a negative of -1 for each wrong answer
10. Write a program in āCā language that will perform the following operation on double link list. Each node of this list contains the address of previous as well as next node. The previous pointer of first node & next pointer of last node should contain null. 1. Creation of list with as many records as user want 2. Search a node in the list 3. Deletion at last position 4. Display 5. Exit Create separate functions for each operation. The create () will be used to create the list. It should accept no argument & return the address of the starting node. Search() will search a node in the list. It receives rollno as argument & return that node if found otherwise return null. The delete () function will delete the last node. It does not receive any argument & return structure type value at last position. The starting node of the double list must be declared as external pointer variable. Each element of double link list will contain the following information Roll No, Std Name, Course. Use do-while loop & switch case for generating the above menu. The format of the output should is given below: S.No. Roll No. Student Name Course 1 cse01 Anil Singh B.Tech
What is the difference between tcp/ip protocol and IP protocol?
What is RAC?(Real Application Cluster).Explain in Detail.
Just a one miniute topics in English?
what is the need for oobs
what are the ores of copper, what is copper reserve of india
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wats the difference between RS latch using NAND n NOR gate? which is to be preffered?
i need to know abt renault nissan company and the rounds and type of questions asked by today
hai,am a marine engineer..pls anyone tell me what is the abbrevation for "gfca" in Mitsui B&w 7l67gfca engine.my mail id is kamaraj_mech@yahoo.co.in
A rectangular sheet dimensions a x b is to be made into an open-topped box by cutting a square of side h from each corner and folding the 4 sides up. Find the value of h which allows the maximum volume of the box?
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