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assuming we use separate chaining to resolve collisions, what is the probability that we will have exactly 1 collision in the next 2 insertions?

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One method for resolving the collision is known as separate chaining. Linked lists are used in its implementation. To resolve the collision, this technique applies a hash table and a linked list.

Explain about the separate chaining?

The ability of independent chaining to avoid collisions is its greatest benefit. This implies that numerous pieces of data may be hashed using the same keys, resulting in lengthy link chains. However, this has a negative impact on the turnaround time for search activities.

We store both elements in the same linked list one after the other if two distinct elements have the same hash value. Let's use the simple hash function "key mod 7" as an example, along with the key values 50, 700, 76, 85, 92, 73, and 101

Forward chaining, backward chaining, and total task chaining are the three different types of chaining that can be used.

To learn more about separate chaining refer to:

https://brainly.com/question/13091820

#SPJ4

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