Question

how to graph this with in 30 sec

Answer 1

this is deferentiable or not how can i say



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Answer 2

@Callisto

Answer 3

how can i figure out whether this function is differentiable or not

Answer 4

This function is differentiable only at where this function exists

Answer 5

The derivative of this function would be \[\large \frac{d}{dx}(x^{\frac{2}{5}})=\frac{2}{5x^{\frac{3}{5}}}\]

Answer 6

Differentiable from 0 to \(+\infty\)

Answer 7

Wait, I'm not sure :/

Answer 8

Hmm... A function is differentiable when the left hand limit = right hand limit as x-> c, I think? Of course, that function must be continuous.

Perhaps you can read this: http://www.math.wfu.edu/tutorials/Math111/ContinuityandDifferentiability.pdf

Check the part differentiability.

Answer 9

nope can any one explain how to graph without taking points

Answer 10

this one has corner so not differentiated