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can someone plz explain this to me
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@phi
just take a derivaitve :)
some people like to piecewise the function since the absolute value bars messes with their minds
The thing to note is that the absolute value function has a discontinuous derivative at its inflection point (0).
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I actually suggest pieceiwsing it
and doing left and right derivative
|f(x)|' = f(x)/|f(x)| * f'(x) if memory serves
ok(: so the derivative would be 1?
That isn't what I'm saying. :p
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for example say f(x) = |x^3| f' = 3x^2 x^3/|x^3|
Let's think about g(x)=|x-1| What happens to the graph x=1?
Like is there some kinda sudden change, a sharp turn?
Do the slopes make a sudden jump?
no
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So if we looked at h(x)=|x| |dw:1413502026964:dw|
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