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This branch of mathematics studies rates of change and accumulation, invented independently by Newton and Leibniz.
This notation uses a prime symbol (like f') to represent the derivative of a function.
The derivative of a constant (like the number 5) equals this value.
This word describes finding the derivative of a function.
This word describes finding the antiderivative or the area under a curve.
The elongated S symbol (∫) used in calculus represents this operation.
Using the power rule, the derivative of x² equals this expression.
This type of integral has specific upper and lower bounds.