Given 1000 points (visualized below and see the attached data file). Notice that the X dimension has a much larger value range than that of Y. Perform K-means (K=2) clustering on this dataset and visualize it. Then do zscore normalization on the dataset and perform K-means again, and visualize it. Finally, do Min-Max normalization (e.g., nornamlize(x) =(x-min)/(max-min)) on the dataset and run Kmeans again. Submit the plots as welll as your code and highlight the normalization part

I tried to copy paste the data but it is not allowing me to copy paste 1000 X and 1000 Y numbers. the data is something like 4.23773856471746. Can you please take some random numbers and work on the solution. If you can provide me the formulas and some random numbers as example then I can work as you guide in the solution. You can use Java / python to plot it

input-1000-Notepad File Edit Format View Help .59649551584168 6.49130995557489 -2.49689478911688 5.27475656434359 -17.71539488848288 12.34705598671630 .88276461874353 11.67062396350998 2.77159582735918 5.95941130286755 -17.94282572449568 9.67211452891186 -19.64178863721158 3.78172605494145 -18.67134686238958 -1.86893182721314 .57955187290585 1.68428309339816 1.53735841263982 0.61489118253654 0.27422449673030 -8.38198180539862 0.59642125397242 8.34688648383305 1.53378631874532 8.19335293699898 0.33466387846880 .72558342738686 0.60937700469037 0.57964577485636 0.05008518585124 1.27799176592786 0.121151960980865 1.42616768301844 1.55032582327704 e.54832844791354 0.49004342559557 0.79068853476174 8.13317479691480 1.56636873815686 1.24525828061560 8.07792711845134 0.91212684364490 0.32148496588998 2.81109068887269 0.71895438419893 1.06830160397019 0.46858823481366 12.46168964529540 2.82561874834564 4.42490500673484 4.82433868695687 4.82657254733486 8.82172741583767 14.24961056728288 2.48857396481526 10.89501701296440 .27345669655836 6.98768682344419 1.75568183973856 3.29897657765387 6.08247984979875 8.78347462555812 19.73474532309740 0.82077435165652 Ln 1, Col ENG 11:07 AM INTL 22-Feb-19