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Derivative Warm-ups. AP Calculus. Write the equation of the function:. Amplitude : Half of distance of 6 between max/min Vertical shift : Halfway between min (-1) and max (5): Avg is (-1 + 5)/2 = 2 Phase shift : None (left/right) Period : 4. To solve for k: = 4. Solve for k.
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Derivative Warm-ups AP Calculus
Amplitude: Half of distance of 6 between max/min Vertical shift: Halfway between min (-1) and max (5): Avg is (-1 + 5)/2 = 2 Phase shift: None (left/right) Period: 4. To solve for k: = 4. Solve for k. y = 3 cos( x) + 2
Evaluate: cos
Derivative Rules Chain Rule: Logs/Exponentials =
Product Rule Practice Find each derivative:
Product Rule Warm-up Find dy/dx:
Quotient Rule Alternate def (u and v are functions of x):
Derivative Rules Chain Rule: Logs/Exponentials =
Derivatives Warm-up Find the derivative using the Quotient Rule: