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Data Structures Theoryknowledge~10 mins

Load factor and rehashing in Data Structures Theory - Interactive Code Practice

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Practice - 5 Tasks
Answer the questions below
1fill in blank
easy

Complete the sentence to define load factor in hash tables.

Data Structures Theory
Load factor is defined as the ratio of [1] to the number of buckets in a hash table.
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Abucket size
Bnumber of collisions
Cnumber of elements stored
Dhash function complexity
Attempts:
3 left
πŸ’‘ Hint
Common Mistakes
Confusing load factor with number of collisions.
Using bucket size instead of number of elements.
2fill in blank
medium

Complete the sentence to explain when rehashing is typically triggered.

Data Structures Theory
Rehashing is usually triggered when the load factor exceeds [1] to maintain efficient operations.
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A2.0
B1.0
C0.5
D0.75
Attempts:
3 left
πŸ’‘ Hint
Common Mistakes
Choosing 1.0 or higher, which is less common.
Selecting a very low value like 0.5 which is too strict.
3fill in blank
hard

Fix the error in the explanation of rehashing.

Data Structures Theory
Rehashing means [1] the hash table size and recalculating the positions of existing elements.
Drag options to blanks, or click blank then click option'
Aincreasing
Breducing
Ckeeping
Dignoring
Attempts:
3 left
πŸ’‘ Hint
Common Mistakes
Thinking rehashing reduces the table size.
Assuming rehashing keeps the size the same.
4fill in blank
hard

Fill both blanks to describe the effect of rehashing on load factor and performance.

Data Structures Theory
After rehashing, the load factor becomes [1] and the average lookup time [2].
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Alower
Bhigher
Cdecreases
Dincreases
Attempts:
3 left
πŸ’‘ Hint
Common Mistakes
Assuming load factor increases after rehashing.
Thinking lookup time increases after rehashing.
5fill in blank
hard

Fill all three blanks to complete the explanation of rehashing steps.

Data Structures Theory
Rehashing involves creating a new table with [1] buckets, then [2] each element from the old table, and finally [3] them into the new table.
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Adouble the size
Bremoving
Cinserting
Dhalving the size
Attempts:
3 left
πŸ’‘ Hint
Common Mistakes
Thinking the new table is smaller.
Confusing removing with inserting steps.