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  2. To find the differentiation of 1/x^2, follow these steps:
    1. Express 1/x^2 as a power of x: 1/x^2 = x^(-2).
    2. Differentiate both sides with respect to x: d/dx (1/x^2) = d/dx (x^(-2)).
    3. Apply the power rule of derivatives: d/dx (1/x^2) = -2x^(-2-1) = -2/x^312.
    Learn more:
    Thus, the differentiation/ derivative of 1/x^2 by first principle is -2/x 3.
    www.imathist.com/derivative-of-1-x2-by-first-principle/
    Follow the below steps to find the differentiation of 1 divided by x 2. Express 1/x 2 as a power of x 1/x 2 = x -2 Differentiate both sides w.r.t. x d/dx (1/x 2) = d/dx (x -2) Apply the power rule of derivatives d/dx (1/x 2) = d/dx (x -2) = -2x -2-1
    www.mathstoon.com/derivative-of-1-x2/
     
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