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AP Calculus Derivatives- Basics Flashcards | StudBud
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AP Calculus Derivatives- Basics
AP Calculus Derivatives- Basics
17 terms
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#math #calculus #derivatives
Flashcards
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Questions
17
Answers
1
What is the key Algebra 2 fact we must know about inverse functions
flip over the x-axis
switch x and y
flip over the y-axis
make everything negative
2
There are how many rules for the definition of continuity
3
4
1
2
3
When can I multiply by the conjugate
If I want the inverse
If it is specifically an expression
If the entire denominator is under a radical
If only part of the denominator is under a radical
4
Who is most responsible for your education
Ms. A
Ms. Stewart
Your parents
You
5
What is the Quotient Rule
(f ' g - g ' f) / g^2
f ' g + g ' f
f ' g - g ' f
(f ' g + g ' f) / g^2
6
what is the derivative of cscx
-cscxcotx
-secxtanx
cscxtanx
cosxtanx
7
What is the derivative of secx
-secx
secxtanx
cscxcotx
-cscx
8
What is the derivative of sinx
cosx
-sinx
sinxtanx
-cosx
9
dy/dx
don't care why, don't call my ex
the slope with respect to x
the derivative with respect to x
the derivative of y with respect to x
10
What is the Product Rule
f g' + g f '
(f ' g + g ' f )/ g^2
(f ' g + g ' f) / g^2
f ' g - g ' f
11
Which Rule should be used to find the derivative of sin(3x)
product rule
chain rule
quotient rule
give up and cry rule
12
If a function is continuous then it is differentiable
Ms. A are you trying to make me cry???
True
Sometimes
False
13
What is the chain rule
f (g(x)) * g ' (x)
f ' (g(x)) * g ' (x)
f ' (g(x)) * g (x)
f (g(x)) * g (x)
14
The derivative is
the value of the tangent line at a specific point
the slope of the secant line at any point
the slope of the secant line at a specific point
the slope of the tangent line at any point
15
What is the derivative of cosx
cosxcotx
-sinx
-cosx
sinx
16
Which rule should you use first to find the derivative of (4x)(e
x
)
product rule
chain rule
stop drop and roll rule
quotient rule
17
I.V.T. is the
Intermediate Value Theorem
I Validate Tacos
Intermediate Variable Theorem
Interdisciplinary Value Theorem
