Because it uses a loop to sequentially step through an array, starting with the first
element. It compares each element with the value being searched for, and stops
when either the value is found or the end of the array is encountered
If a linear search function is searching for a value that is stored in the last element of a 10,000-
element array, how many elements will the search code have to read to locate the value?
It will have to read all 10,000 elements of the array.
In an average case involving an array of N elements, how many times will a linear search
function have to read the array to locate a specific value?
N/2 times
A binary search function is searching for a value that is stored in the middle element of an
array. How many times will the function read an element in the array before finding the value?
One time.
What is the maximum number of comparisons that a binary search function will make when
searching for a value in a 1,000-element array?
Ten
Because it moves the items in the array only by one element at a time.
The selection sort usually performs fewer exchanges because it moves items
immediately to their final position in the array.
The _________ search algorithm steps sequentially through an array, comparing each item
with the search value
linear (or sequential)
The _________ search algorithm repeatedly divides the portion of an array being searched in
half
binary
linear
binary
ascending
descending
If data are sorted in ascending order, it means they are ordered from lowest value to
highest value
true
If data are sorted in descending order, it means they are ordered from lowest value to
highest value.
false
The average number of comparisons performed by the linear search on an array of N
elements is N/2 (assuming the search values are consistently found)
true
The maximum number of comparisons performed by the linear search on an array of
N elements is N/2 (assuming the search values are consistently found)
false