Write pseudocode to selection sort an array of pairs: (p_0, v_0), . . . , (p_n-1, v_n-1)
Answer:
Let’s start with an array of pairs with elements containing ‘n’ elements be defined as follows:
(p_0,v_0), (p_1,v_1), …, (p_n-1, v_n-1)
Let us sort this array, in ascending order, on the basic of first member of each pair of an array element, i.e., p_i (0<=i<n) be the key according to which this array will be sorted. To break conflict in case when p_i is equal to p_j, then we will compare v_i and v_j to finding the shorter one. If that matches too, then the element which occur first is choosen.
The pseudocode for the selection sort is-
function selectionSort (Argument Array, Argument arrayLength)
Initialize iterator, for the array, i to zero
While i is lesser than arrayLength
Initialize iterator, for the array, j to i+1
Initialize minimum_element_index to i
While j is lesser than arrayLength
if Array[j].p is less than Array[minimum_element_index].p
minimum_element_index = j
else if Array[j].p is equal to Array[minimum_element_index]. p
if Array[j].v is less than Array[minimum_element_index].v
minimum_element_index = j
End if
End else-if
Increment j by 1
End While
Swap Array[i] with Array[minimum_element_index]
Increment i by 1
End While
Return the Array
End of function selectionSort
Image of the pseudoCode to emphasize on indentation:

In this code, two arguments are passed are-
We first initialize the iterator ‘i’ to zero(0). After this, a while loop is ran across the whole array using the iterator ‘i’ i.e. up to ‘arrayLength’.
Within this loop another iterator ‘j’ is initialized to ‘i+1’ and a variable ‘minimum_element_index’ to ‘i’. One more loop is used which is ran across the whole array until ‘j’ is lesser ‘than arrayLength’.
In this loop, we check if the pair (p_j,v_j) is lesser than (p_ minimum_element_index, v_ minimum_element_index) or not. To do this, first we check if p_i is lesser than p_ minimum_element_index or not, if true than ‘j’ is assigned to ‘minimum_element_index‘, else we check if v_j is lesser than v_ minimum_element_index or not, if true than ‘j’ is assigned to ‘minimum_element_index‘. Once the loop condition is evaluated to false (i.e. j < arrayLength), loop is terminated. Finally, ‘j’ is incremented by one(‘1’).
After the inner loop is executed, we swap the pair (p_i,v_i) with (p_ minimum_element_index, v_ minimum_element_index). Finally ‘i’ is incremented by one(‘1’). Once the loop condition is evaluated to false (i.e. i < arrayLength), loop is terminated.
Finally the sorted array ‘Array’ is returned and function ends.
Note: Array[i].p is equivalent to p_i part of pair (p_i, v_i) while Array[i] represents the pair (p_i, v_i).
Write pseudocode to selection sort an array of pairs: (p_0, v_0), . . . , (p_n-1,...
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Transfer C code of selection sort to MIPS code and print the
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data Array: word 43, -5, 11, 12, 64, -7, 14, 71, 70, 13, -27 string: asciz"In" # Trantec the C code of selection sort to MIPS code. Do not modify the existing code and structure! text main la ŞtO, Array li $t1, 0 li $t7,11 mul $17, $17, 4 subi $t8,$t7, 4 # array length n-11 # 4*n #4*(n-1) # lis in $t1 and j is...
Transfer C code of selection sort to MIPS code and print the
sorted array/results
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