You are given six two-dimensional points shown in the table below. Point x coordinate y coordinate 0.1831 0.1085 Pi p2 p3 p4 ps p6 0.9624 0.1916 0.0732 0.9594 0.2572 0.6066 0.4476 0.7871 0.2292 0.9489 Use the Euclidean distance to compute the distance matrix M for the six points. Show the results of the complete linkage version of the basic agglomerative hierarchical clustering algorithm. That is, for each iteration of the algorithm, you need to show the found closest two clusters and the updated distance matrix M.

Given an array of integers, print a sum triangle from it such that the first level has all array elements. From then, at each level number of elements is one less than the previous level and elements at the level is be the Sum of consecutive two elements in the previous level. Input The single line of input contains an array of integers, each of it is separated by space Output Triangle form that has been created from the input array Sample Input1 12345 Sample Output1 48 20 28 8 12 16 3579 12345

unsig matlab : find the angles by radian then write this vector on matlab  A=[ sin(3) cos(45) tan(90) ]

In the Gauss-Jordan method, we are always allowed to add or subtract rows together. Group of answer choices   True False