Suppose an array A contains 8 elements as follows: 77, 33, X, 11, 88, Y, 6, 15 Where: element X = last two digits of your roll number (e.g., if your roll number is 19106018, then X is 18; if your roll number is 19106001, then X is 1) element Y = last two digits of the number obtained by squaring X (c.g., square of X = 18 is 324, so Y is 24; square ofX=1 is 1, so Y is 1). Write an algorithm for insertion sort and step by step apnly th algorithm on the above example array A.

Programming Logic & Design Comprehensive
9th Edition
ISBN:9781337669405
Author:FARRELL
Publisher:FARRELL
Chapter6: Arrays
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Suppose an array A contains 8 elements as follows: 77,33,X,11,88,Y,6, 15 Where: element X = last two digits of your roll number (e.g., if your roll number is 19106018, then X is 18; if your roll number is 19106001, then X is 1) element Y = last two digits of the number obtained by squaring X (c.g., squarc of X = 18 is 324,50 Y is 24; squarc of X =1 is I,s0 Y is 1). Write an algorithm for insertion sort and step by step ap algorithm on the above example array A.
Suppose an array A contains 8 elements as follows:
77, 33, X, 11, 88, Y, 6, 15
Where:
element X = last two digits of your roll number (e.g., if your roll
number is 19106018, then X is 18; if your roll number is 19106001,
then X is 1)
element Y = last two digits of the number obtained by squaring X
(c.g., squarc of X =18 is 324, so Y is 24; square of X = 1 is 1, soY
is 1).
Write an algorithm for insertion sort and step by step applv the
algorithm on the above example array A.
Transcribed Image Text:Suppose an array A contains 8 elements as follows: 77, 33, X, 11, 88, Y, 6, 15 Where: element X = last two digits of your roll number (e.g., if your roll number is 19106018, then X is 18; if your roll number is 19106001, then X is 1) element Y = last two digits of the number obtained by squaring X (c.g., squarc of X =18 is 324, so Y is 24; square of X = 1 is 1, soY is 1). Write an algorithm for insertion sort and step by step applv the algorithm on the above example array A.
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