Consider the following matrix A [4 7 9 2 8 6 4 11 5] a) Find the number of elements in A b) Find the maximum number in A and its location(index) in A c) Find the minimum number in A and its location (index) in A Find the sum of the numbers in A d) e) Sort the numbers in ascending order f) Sort he numbers in descending order g) Remove the repetitions and sort the elements in ascending order Find the average(mean) of the numbers in A i) Write two different commands to construct B =[4] 2 h) A 1) Write two different commands to construct C=[7 elements in A k) Find the square of elements in C 1) Multiply each element in C by 3 m) Divide each element in C by 3 2 4] by addressing elements in 6 11] by addressing Task 3 The standard normal probability density function is a bell-shaped curve that can be represented as -2²/2 1 √2π Calculate the function value for the value of z=-4, -1, 3, and 5. Answer: f= 0.0001 0.2420 0.0044 0.0000 f(z) =