Question

How do you differentiate `y= 6/x`?

Answer 1

We can rewrite the expression `y=6/x` as `y=6x^(-1)` and apply the power rule for derivatives.

In this case, `y'=(-6)/(x^2)`.

Explanation:

The power rule for derivatives states that `d/dx[u^(n)]=n*u^(n-1)`.