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Interpolation search has a better time complexity...
1.
Interpolation search has a better time complexity than exponential search for any given array.
A.
True
B.
False
Answer» C.
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Related MCQs
What are the updated values of high and low in the array if the element being searched is lower than the value at calculated index in interpolation search? (pos = current position)
What are the updated values of high and low in the array if the element being searched is greater than the value at calculated index in interpolation search? (pos = current position)
What is the formula used for calculating the position in interpolation search?(x = element being searched, A[] = input array, low and high are the leftmost and rightmost index of A[] respectively)
Interpolation search has a better time complexity than exponential search for any given array.
Interpolation search is an in place algorithm.
Which of the following searching algorithm is fastest when the input array is not sorted but has uniformly distributed values?
Which of the following searching algorithm is fastest when the input array is sorted but has non uniformly distributed values?
Which of the following searching algorithm is fastest when the input array is sorted and has uniformly distributed values?
What is the time complexity of exponential search when the input array is sorted but the values are not uniformly distributed?
What is the auxiliary space requirement of interpolation search?
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