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In this tutorial, we are solving for x in the equation x^s = s^2. To do this, we divide both sides by s^2 to get x^s / s^2 = s^2 / s^2, canceling out s^2 on the right side. This simplifies to x^s / s^2 = 1, which can be rewritten as s^(s-2) = 1. Taking the natural log of both sides, we get ln(x^(s-2)) = ln(1). Remember to like, share, comment, and subscribe for more content. Thank you.
