Curve-Sketching Using the Derivative (HSC SSCE Mathematics Advanced): Flashcards
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Practise the cards
10 cards from this deck
Curve behavior when tangent has positive gradient
Curve behavior when tangent has positive gradient
Curve is increasing as increases
Curve behavior when tangent has negative gradient
Curve behavior when tangent has negative gradient
Curve is decreasing as increases
Curve behavior when tangent has zero gradient
Curve behavior when tangent has zero gradient
Curve is stationary
Condition for increasing at
Condition for increasing at
Condition for decreasing at
Condition for decreasing at
Condition for stationary at
Condition for stationary at
How to find stationary points
How to find stationary points
Solve
Behavior if derivative always positive
Behavior if derivative always positive
Function is always increasing
Tangent appearance at stationary point
Tangent appearance at stationary point
Horizontal (gradient equals zero)
What stationary points can represent
What stationary points can represent
Local maxima and minima
