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AP Calculus

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Section 1

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Derivative of cscx

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Calculus Math

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Mar 1, 2020

Cards (12)

Section 1

(12 cards)

Derivative of cscx

Front

-cscxcotx

Back

Derivative of cotx

Front

-csc^2x

Back

speed increasing

Front

When velocity and acceleration have the same sign

Back

Speed

Front

|v (t)|

Back

Derivative of sin

Front

Cos

Back

Quotient Rule

Front

bottom times the derivative of the top minus the top times the derivative of the bottom all over the bottom squared

Back

derivative of tanx

Front

sec^2x

Back

Derivative of secx

Front

secxtanx

Back

EVT

Front

A function f that is continuous on [a,b] has both an abs min and max on the interval

Back

Product Rule

Front

first times the derivative of the second plus the second times the derivative of the first

Back

IVT

Front

A function f that is continuous on [a,b] takes on every y- value between f(a) and f(b)

Back

Derivative of cos x

Front

-sin x

Back