Given a hash table T with 25 slots that stores 2000 elements, the load factor α for T is ________*1 point800.012580001.25
Question
Given a hash table T with 25 slots that stores 2000 elements, the load factor α for T is ________*1 point800.012580001.25
Solution
To calculate the load factor α for the given hash table T, we need to divide the number of elements stored in the hash table by the total number of slots in the hash table.
Given that the hash table T has 25 slots and stores 2000 elements, we can calculate the load factor as follows:
Load factor α = Number of elements / Number of slots
Load factor α = 2000 / 25
Load factor α = 80
Therefore, the load factor α for the hash table T is 80.
Similar Questions
Multi Choice Type QuestionGiven a hash table T with 25 slots that stores 2000 elements, the load factor α for T is __________.Note: This question has been asked in TCS recruitment.Marks : 1Negative Marks : 0Answer here800.012580001.25
In Linear Probing, what is the load factor?OptionsThe number of items in the hash tableThe number of collisions in the hash tableThe ratio of the number of items in the hash table to the number of slots in the hash tableThe number of empty slots in the hash table
Multi Choice Type QuestionIn a hash table, what is the load factor?Note: This kind of question will be helpful in clearing AMCAT and CoCubes tests.Marks : 1Negative Marks : 0Answer hereThe ratio of the number of key-value pairs to the number of buckets in the hash tableThe number of buckets in the hash tableThe hash code of the keyThe index in the hash table where the key-value pair is stored
What is the load factor of a hash table?Group of answer choicesThe number of elements divided by the size of the hash table.The number of elements in the hash table.The size of the hash table.The number of collisions in the hash table.
In a hash table, what is the purpose of a load factor?Group of answer choicesTo calculate the index of a new element.To measure how full the hash table is.To prevent collisions entirely.To determine the size of the hash table.
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