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Note that by the chain rule if the function y is such that y(x)=f(g(x)), where f and g are functions, then the derivative of y wrt x is given by
dy/dx = (df/dg)*(dg/dx).
Differentation is a type of calculus that allows us to work out the rate of change. For example, if we have a straight line graph such as y=2x, we know that the gradient of the line is 2. If we take a ...
e(x^2+2)=f(x)=y
Is the equation we will use to demonstrate correct use of the chain rule.
The equation at the core of the chain rule is:
...
First differentiate the function: y = f(x) => dy/dx = f'(x)
Then set dy/dx = 0 and find the solutions. i.e. solve 0 = f'(x)
For each value of x that is a solution, ...
Firstly, understanding how to construct a histogram will make understanding the Normal Distribution aka Gaussian Distribution much easier.
It is still an arrangement of a d...
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