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* By performing **PCA** on the corrected indian pines dataset results **100 Principal Components(PC'S)**.
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* since, the initial two Principal Components(PC'S) has **92.01839071674918** variance ratio. we selected two only.
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* Initially the dataset contains the dimensions **21025 X 200** is drastically reduced to **21025 X 2** dimensions.
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* The time taken for classification before and after Principal Component Analysis(PCA) is:
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| Dataset | Accuracy | Time Taken |
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| ------------- |:-------------:| ----------:|
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| Before PCA | 72.748890 | 17.6010 |
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| After PCA | 60.098187 | 0.17700982 |
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* Hence, the **time** has been reduced with a lot of difference and the **classification accuracy(C.A)** also reduced but the C.A can increased little bit by varying the 'k' value.
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