From the given example, find index of ‘13’. Given: hash(x)= x %(mod) 10 a. 2 b. 3 c. 4 d. 5
Question
From the given example, find index of ‘13’.
Given: hash(x)= x % (mod) 10
- a. 2
- b. 3
- c. 4
- d. 5
Solution
The question is asking for the index of '13' using a hash function where the modulus 10 is used.
The hash function is defined as hash(x) = x % 10.
Step 1: Substitute x with 13 in the hash function.
hash(13) = 13 % 10
Step 2: Calculate the modulus. The modulus is the remainder when the first number is divided by the second number.
13 divided by 10 equals 1 with a remainder of 3.
So, hash(13) = 3
Therefore, the index of '13' is 3.
So, the answer is (b) 3.
Similar Questions
Consider a hash function as h(k) =k%7. The Data Values are 17,22,37 and 51. Identify the correct index value of 51 using Linear Probing.a.2b.3c.5d.4
The % operator returns the ___.QuotientDivisorRemainderNone of the mentioned above
Simplify the following expression, writing the answer using index notation: 151115315 3 15 11
Write a Python program to find the Index position of a specified element and print it. And if the specified element is not present then print -1 as
How do you find the index of the first occurrence of an element in an array?Optionsfind(element)index(element)locate(element)search(element)
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.