When looking at partial derivatives at a specific point and use the limit as h approaches 0 how can you determine what h is? For example, I am given f in respect to w (10,25) I know I need to use f(w+h, T) - f(w,T) all over h. I can find all the values to plug in except for h.
you are supposed to eliminate h that is the goal
in the formula for the derivative h tends to zero, and is in the denominator. hence, if you can't eliminate it you get an undefined derivative at that point
choose small as you like, as you can think of.
well i end up getting f(10+h , 25) -15 over h and if i can find h i can find the exact solution.
f(w,t) must be some kind of function right??
I think i got it! I just need to choose my h to be the smallest approaching value for w. I did that and got the right answer.
okay congratz.
Thanks! :)
give the man a medal if you like his answer :)
hahah .. it's all right. learning is more important than anything. LOL
how do you give medals? i have never used this before.
mk i got it haha :)
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