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Counterintuitive Olympics
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- The Tainted Vote Problem Persists
- The US-Russian Conspiracy
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- Transparency Increases Corruption
- Vote-Trading in the “Real World”
- Was That Jump a 6?
Counterintuitive Topics
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- Ethics of a Three-Parent Baby
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- Happiness Cannot be Pursued; It Must Ensue
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- How to Change the World
- How to Make Doctors Worse
- How to Make Doctors Worse 2
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- Humane Food Labels?
- Hypocrite Romney
- Improve Doctor Accountability
- Insuring a Stranger
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- Is Walmart Organic and Local?
- Learning in the Womb
- Life is Asymmetrical
- Mammogram Team Learns
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- Mitt Romney Not a Venture Capitalist
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- Privacy is Dead. Long Live Obscurity!
- Sleeping On It
- Sponsored Parks?
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Open Strong
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PTSD
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Self-Reflective Statement
Stone Money
- Bitcoin, the New Currency
- Bitcoin: Not In My Portfolio
- In-Game Currency: 12 Types to Know
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- Required: NPR Podcast, All 3 Episodes (Yap, Brazil, The Fed)
- Required: NPR Podcast, the Entire Transcript
- Required: Stone Money Essay, Milton Friedman
Visual Rewrite
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White Paper
Writing Models
Comp 2 Student Authors
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The Gamer 2.0
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SleepyCat
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Coffee Lover 03
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davidbdale
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doglover7025
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Snowman10
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excellentstudent27
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Gymrat
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hockeyfan
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holistic25
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ilovebeesss
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ilovemydog
The Gamer
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Naturechild101
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BreakingBad45
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ravensfan8
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temporal111
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thatpersonoverthere
- reflective-thatpersonoverthere
- Research paper -Thatpersonoverthere
- causal rewrite- Thatpersonoverthere
- rebuttal rewrite- thatpersonoverthere
- Rebuttal argument -thatpersonoverthere
- Robust verbs- thatpersonoverthere
- Visual Rewrite- Thatpersonoverthere
- Casual argument-Thatpersonoverthere
- Definition rewrite-Thatpersonoverthere
- Definitions-Thatpersonoverthere
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toetio
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username1132005
-
Calm&Patient
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webbwrestler135
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turn over all of the cards
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Cards A, C and D. If A has an even number on the flip-side and card C has an even number on the opposite side and D has a letter that isn’t a vowel, then the theory is proven.
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I would flip over all four of the cards. This way, you could test out fully if the thesis is tue or not. turning over the E card and 2 card would show if vowels and even numbers are always the same card. Flipping over the G and 3 card would show if any non-vowel or non-even number cards had a vowel or even number on it.
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The cards you would have to turn over are A, B, C, and D. All of these cards have either a vowel or an even number on the visible side or and odd number or no vowel. When turning them over you will be able to varify the statement if the even card has a vowel on the opposite side and if the vowel card has an even number on the opposite side. You will also see if the odd number does not have a vowel and if the non vowel does not have an even number.
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All of them. The thesis can be disproved if a card with a vowel has an odd number (ex if E card had a 3 on the back), it can also be disproved if G has an even number on the back(card 2), also can be disproved if 3 has a consonant on the back(card 3), or if 2 has a vowel on the back(card 4).
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Only Card A
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Only turning a card with a vowel is needed to prove the thesis
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Card A and Card C to see if the thesis is true flip over the card with a vowel and the card with an even number
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Technically A and C should be turned over.but all of the cards could also be turned over.
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