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Duplicate of Calculus-Optimization Flashcards | StudBud
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Duplicate of Calculus-Optimization
Duplicate of Calculus-Optimization
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Questions
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Answers
1
Can an optimization problem have more than one correct answer?
No
Yes
2
Optimization is an application of
Calculus
Area
Derivatives
Integrals
3
What is the final step in an optimization problem?
Write the equation
Verify
Answer the question
Find the second derivative
4
What equations are needed, in general, to solve an optimization problem?
An equation to be maximized
One to be minimized
One to be optimized, and one supplementary
5
What is the first step to solving an optimization problem?
Find the derivative
Identify given quantities, write the equation to optimize
Verify
Optimize
6
What is the correct equation to be maximized?
x+y=9
P=xy
xy=9
P=xy^2
7
What equation is to be maximized?
500=xy
A=5x+2y
A=xy
500=5x+2y
8
Which is the equation to be optimized?
P=x+y
V=lwh
A=xy
9
How can you verify a max or min?
Look at the domain
IDK
Use the second derivative test
Use test intervals of the first derivative
10
Which is the correct equation to me optimized?
V=x^2y
4xy=48-x^2
A=x^2y
V=xy
