What does d/dx mean?
the derivative with respect to x
The term d/dx is an operator in calculus that represents the derivative with respect to the independent variable x. It indicates the rate of change of a function y with respect to changes in the independent variable x. The operator d/dx is read as d by d x. For example, if we have a function y = f(x), then dy/dx = f'(x) represents the derivative of y with respect to x. Thus, d/dx is a shorthand way of writing the derivative of a function.
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