Rate of Change, Instantaneous
The instantaneous rate of change is the limit of the function that describes the average rate of change. It has many practical applications, and can be used to describe h...
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Differential Calculus
Elementary calculus is usually divided into two branches, differential calculus and integral calculus. Differential calculus is the branch of calculus that is based on the determ...
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Derivatives
Derivative instruments are used as financial management tools to enhance investment returns and to manage such risks relative to interest rates, exchange rates, and financial instrument an...
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Rate of Change, Instantaneous
Differential Calculus
Derivatives