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Mathematics Advanced 11–12 – Year 11 · Exponential and logarithmic functions · Exponential functions · Topic: Non-linear relationships & functions · Year 11

Conclude that Euler’s number, e, is a unique number such that d/dx(e^x) = e^x, that is, e^x is its own derivative

Dot point ID advanced-year-11-exponential-and-logarithmic-functions/dp-dcc9411b · See it on the NSW Curriculum website ↗

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Outcomes for this focus area (MAV-11-07, MAV-11-08)

MAV-11-07 applies exponential and logarithmic laws to simplify expressions, solve equations and prove results

MAV-11-08 analyses graphs of exponential and logarithmic functions

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