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Calcuseless
Calcuseless
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#Math#Calculus
Flashcards
20 cards
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Practice quiz
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Questions
20
Answers
1
Can optimization problems have more than one answer?
No
Yes
2
_____ of a line is often used to describe the rate of change.
Asymptote
Inverse
Slope
End
3
What is displacement?
Distance between final and initial positions of the object
Where they end up based off of where they began
Positions of the points
How fast the point travels to the other point
4
What is 180 degrees equal to in radians?
π squared
π
2π
2π
5
When do you concave up?
When f''(x)>0
When f''(x)<0
6
A vertical Asymptote occurs when
denominator undefined
when the graph is horizontal
numerator equals zero
Denominator equals zero
7
Exponential functions are the inverses of __________ functions
Optimization
Logarithmic
Advanced
Trig
8
Derivative is the?
simplified form of a number
approximation of a number
rate of change
Slope
9
Optimization is the application of?
trig
Integrals
Derivatives
Area
10
What is the quotient rule?
High D Low plus Low D high all over low cubed
division between intervals
Low D High minus High D low all over low squared
Low D high plus High D low all over low squared
11
what is a horizontal tangent
derivative equals zero
line with a slope of zero
12
Anti
derivative of 2
3x
2x^2
1/2x
2x
13
What is the derivative of a constant?
DNE
one
zero
1x
14
The Concept of approaching an object without ever reaching it is
Limit
Inverse
reciprocal
Function
15
what is |v(t)|
acceleration
distance
velocity
speed
16
How can you verify a max or min?
Use the second derivative test
You cant
test the intervals of the first derivative
Check the domain
17
nx^n-1 is what?
The Power Rule
Calculus of course
Slope of a line
Product Rule
18
The word Trigonometry means?
Shapes and stuff
Geometry Part 2
Metric Triangle
Triangle Measure
19
What is the purpose of the product rule?
To produce an answer
to help calculate the derivative of products
Derivative
To prepare the function to be factorized
20
Derive x^3
3x
3x^2
x
2x^3
