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In case someone has difficulty understanding the step at 34:34, just put z = x + lambda*(y-x) in the equation f(z) - f(x) >=
Thanks! That helped.
Ya that correct.Thank you
How is infinity * a = a ... where a not equal to zero ... ? specified in 4:57 .. Isn't infinity * a = infinity???
sir please explain, How is infinity * a = a ... where a not equal to zero ... ? specified in 4:57 ..
Can anyone please explain how he got to twice diff for f(x+h) at 24:09?
It is application of Taylor's theorem.
In case someone has difficulty understanding the step at 34:34, just put z = x + lambda*(y-x) in the equation f(z) - f(x) >=
Thanks! That helped.
Ya that correct.Thank you
How is infinity * a = a ... where a not equal to zero ... ? specified in 4:57 ..
Isn't infinity * a = infinity???
sir please explain, How is infinity * a = a ... where a not equal to zero ... ? specified in 4:57 ..
Can anyone please explain how he got to twice diff for f(x+h) at 24:09?
It is application of Taylor's theorem.