Mathematics Advanced 11–12 – Year 11 · Introduction to differentiation · The derivative · Topic: Calculus · Year 11
Define the derivative of the function f(x) from first principles, as the limiting value of the gradient of the secant (f(x + h) - f(x))/h as h approaches zero, when this limiting value exists, and use the notation f'(x) = limh→0(f(x + h) - f(x))/h
Dot point ID advanced-year-11-introduction-to-differentiation/dp-6c674550 · See it on the NSW Curriculum website ↗
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Outcomes for this focus area (MAV-11-06)
MAV-11-06 interprets the meaning of the derivative and determines the derivative of functions to solve problemsCore resources for this dot point
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