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 Exercises Write a program to perform the following operations using list and tuples. Create the list Update list using negative index Create a sub list using Slicing Display the elements in sorting order Delete the elements using Remove, pop, and clear Converts a list into tuple. Find the length, maximum and minimum value Concatenation Repetition Membership Iteration 2 Write a Python program for implementing binary search on a sorted array of N numbers. Write a python function, find_pairs_of_numbers() which accepts a list of positive integers with no repetitions and returns count of pairs of numbers in the list that adds up to n The function should return 0, if no such pairs are found in the list.. Sample Input 1,2,7,4,5,6 0,316 3,4,1,8,5,9,0,619 3 14 Expected Output 4. A teacher is in the process of generating few reports based on the marks scored by the students of her class in a project-based assessment. Assume that the marks of her 10 students are available in a tuple. The mar...
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 PROGRAM: clc % Matrix of size 1*3 a=[2 3 4]; b=[5 6 8]; % Square matrix of size 3*3 A=[8 -6 2; -6 7 -4; 2 -4 3]; B=[1 1 3; 1 5 1; 3 1 1]; C=[1; 2; 3] % Addition of a matrix disp("Addition of a Matrix :") c=a+b % Subtraction of a matrix disp("Subtraction of a Matrix :") d=a-b % Scalar Multiplication of a matrix disp("Scalar Multiplication of a Matrix :") e=A*B %ee=a*b %eee=a.*b % Array Multiplication of a matrix disp("Array Multiplication of a Matrix :") f=a.*b g=A.*B % Determinant of a matrix disp("Determinant of a Matrix :") h=det(A) aa=det(B) % Inverse of a matrix disp("Inverse of a Matrix :") %ab=inv(A) aab=inv(B) % adjoint of a matrix yy=adjoint(A) % Transpose of a matrix yyy=B' % Trace of a matrix xy=trace(B) px=trace(A) ___________________________________ PROGRAM: clc % Square matrix of size 3*3 A=[8 -6 2; -6 7 -4; 2 -4 3]; B=[1 1 3; 1 5 1; 3 1 1]; % Rank of a matrix disp("Rank of a Matrix :") Rank_of_A=ra...
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