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## PowerPoint Slideshow about 'Jeopardy' - basil

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### Jeopardy!

April 2008

Office hours

- Friday 12-2 in Everett 5525
- Monday 2-4 in Everett 5525
- Or Email for appointment
- Final is Tuesday 12:30 here!!!

Rules

- Pick a group of two to six members
- When ready to answer, make a noise + raise your hand
- When it is unclear which group was ready first, the group who has answered a question least recently gets precedence (if none of the groups has answered a question, its instructor’s choice)
- Your answer must be in the form of a question
- The person from your group answering the question will be chosen at random
- If you answer correctly, you get the points
- If you answer incorrectly, you do not lose points. Other groups can answer, but your group cannot answer that question again
- The group which answers the question correctly chooses the next category
- If we have time for a final question, you will bet on your ability to answer the question

Existence

Uniqueness

100

200

300

400

500

Solution

Methods

100

200

300

400

500

Linear

Algebra

100

200

300

400

500

Laplace

Transform

100

200

300

400

500

Existence/Uniqueness

return

Conditions necessary near x=a

for the existence of a unique solution for

Existence/Uniqueness

Conditions necessary

near x=a

for the existence of a unique solution for

Existence/Uniqueness

return

Conditions necessary

near t=a

for the existence of a unique solution for

Existence/Uniqueness

Conditions necessary near x=a

for the existence of a unique solution for

Existence/Uniqueness

Conditions necessary near x=a

for the existence of a unique solution for

Solution Methods

return

A method you would use to solve

Chose your solution from the methods we have discussed:

Integrate both sides using calculus II techniques Separation of Variable Integrating Factor Characteristic equation Characteristic equation/Method of Undetermined Coefficients Characteristic equation/Variation of Parameters Transform into a system of linear equations/matrix methods Laplace Transform Power Series Methods

Solution Methods

return

A method you would use to solve

Chose your solution from the methods we have discussed:

Integrate both sides using calculus II techniques Separation of Variable Integrating Factor Characteristic equation Characteristic equation/Method of Undetermined Coefficients Characteristic equation/Variation of Parameters Transform into a system of linear equations/matrix methods Laplace Transform Power Series Methods

Solution Methods

return

A method you would use to solve

Chose your solution from the methods we have discussed:

Integrate both sides using calculus II techniques Separation of Variable Integrating Factor Characteristic equation Characteristic equation/Method of Undetermined Coefficients Characteristic equation/Variation of Parameters Transform into a system of linear equations/matrix methods Laplace Transform Power Series Methods

Solution Methods Integrate both sides using calculus II techniques Separation of Variable Integrating Factor Characteristic equation Characteristic equation/Method of Undetermined Coefficients Characteristic equation/Variation of Parameters Transform into a system of linear equations/matrix methods Laplace Transform Power Series Methods

A method you would use to solve

Chose your solution from the methods we have discussed:

Solution Methods Integrate both sides using calculus II techniques Separation of Variable Integrating Factor Characteristic equation Characteristic equation/Method of Undetermined Coefficients Characteristic equation/Variation of Parameters Transform into a system of linear equations/matrix methods Laplace Transform Power Series Methods

A method you would use to solve

Chose your solution from the methods we have discussed:

Final Question

The Laplace transform of

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