x y two sides of square y = x^2-x find the rate of change of area of second with first
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The rate of change in maths given a function is the derivative of the function.
We want the first and the second rate of change.
This means we differentiate the function twice.
The solutions are as follows :
1.) First
dy/dx of y = x² - x
This is :
= 2x - 1
2.) Second
We differentiate the first derivative in this case.
dy/dx of 2x - 1
= 2
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