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Penultimate
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There Fx a twice derivable function. Find Y'' if [tex]Y=f(\frac{2}{x})[/tex]
Penultimate said:Saladsamurai i know i and wish could but yesterday i got these question and tomomorow i have got the analysis exam. I don't expect you to do my homework , but i still hope you would solve the problem i have submited.
I don't know what else to say , whatever you will do with my threads i thank you again for the patience you are showing. Good night everybody have a nice time.
The second derivative is the derivative of the derivative. In other words, it is the rate of change of the rate of change.
Finding the second derivative can be considered tricky because it involves multiple steps and concepts in calculus, such as the chain rule and differentiating a function multiple times.
The second derivative helps us understand the curvature and concavity of a function. It can also help us find maximum and minimum points, as well as inflection points.
To find the second derivative, you first need to find the first derivative of the function. Then, you take the derivative of the first derivative using the power rule or chain rule. This will give you the second derivative of the original function.
Yes, the second derivative can be negative. This means that the function is concave down and has a maximum point. Conversely, a positive second derivative indicates a concave up function with a minimum point.