What is a derivative?

Slope of a tangent line at one point.

We used related rates to…?

Finding the rate that something changes in real world context.

The operation to find the antiderivative

What are three types of limits?

Right hand limit, left hand limit, general limit

A limit tells you what height a function intends to reach as you get close

What is an antiderivative?

function you arrive at when you reverse the derivative

When do limits fail to exist?

Jump discountinuity and vertical asymptote

What are critical points?

Points on any curve where extreme values occur.

The five major rules to solve derivatives are…?

Power, Sum/Difference, Product, Quotient, Chain

The second derivative gives us…?

Concavity and points of inflection

To use U-Substitution in integration there needs to be...?

An inside function, and an outside function (derivative of inside)

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Calculus Review Quiz

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Answers

1
What is a derivative?
Slope of a general line at one point.
Slope of a horizontal line at one point.
Slope of a tangent line at one point.
Slope of a vertical line at one point
2
In order to find and graph critical points I need..?
The limit of the equation
The maximun point
The slope
A calculator
3
We used related rates to…?
Finding the rate of calculus.
Finding the rate that something changes in real world context.
Be smart about change.
Finding the radial equation of pizza.
4
What is an integral?
The operation to find the antiderivative
The operation to solve calculus
The operation to solve the constant
The operation to find the derivative
5
What are three types of limits?
Right hand limit, left hand limit, general limit
Up hand limit, down hand limit, general limit
Right hand limit, left hand limit, infinite limit
Left hand limit, right hand limit, closed limit
6
What is a limit?
A limit tells you what height a function intends to reach as you get close
A limit tells you what height a function intends to reach as you get close
A limit tells you what weight a function intends to reach as you get close
A limit tells you what length a function intends to reach as you get close
7
What is an antiderivative?
The function you arrive at when you solve the integral
The function you arrive at when you finish calculus
function you arrive at when you reverse the derivative
The function you arrive at when you solve the derivative
8
When do limits fail to exist?
Horizontal and vertical asymptote
Jump discountinuity and vertical asymptote
Jump dicountinuity
Reverse limit
9
What are critical points?
Points on any curve where extreme values occur.
Points on any curve where a number occurs.
Points on any curve where you find infinite numbers.
Points on any curve where derivatives occur.
10
The three basic integration rules are…?
Constant, Power, Coefficient
Constant, Power, Conversive
Constant, Product, Conversive
Constant, Product, Power
11
A power in a derivative should always be in the…?
Front of the equation
Denominator
Numerator
Back of the equation
12
The five major rules to solve derivatives are…?
Power, Sum/Difference, Project, Quotient, Chain
Power, Sum/Difference, Product, Questionnaire, Chain
Power, Sum/Difference, Product, Quotient, Chain
Power, Sum/Divine, Product, Quotient, Chain
13
The second derivative gives us…?
Concavity and critical points
Concavity, minimums and maximums
Direction: increasing or decreasing
Concavity and points of inflection
14
To use U-Substitution in integration there needs to be...?
A equation with two parts
An inside function, and an outside function (derivative of inside)
Integral substitution with u and du
An inside function and an antiderivative
15
Integration by U-Substitution is the…?
Reverse of the Power Rule
Reverse of the Chain Rule
Reverse of the Constant Rule
Reverse of the Coefficient Rule

Calculus Review Quiz Flashcards | StudBud