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Conga Composer Conditional Statement Powerpoint Template

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CONDITIONAL STATEMENT

Transcript: Inverse Converse Inverse "You play sports all year round," "You are in shape!" Conditional Statement If you play sports all year round, then you are in shape! The conclusion is usually at the ending of every sentence starting with the word "then". Regular: "If you play sports all year round,then you are in shape!" INVERSE: "If you do NOT play sports all year round,then you are NOT in shape! Hypothesis CONDITIONAL STATEMENT Conclusion Regular sentence: "If you play sports all year round , then you are in shape!" Contrapositive: "If you are NOT in sports, then you do NOT play sports all year round!" Regular Sentence: "If you play sports all year round, then you are in shape!" Converse sentence: "If you are in shape, then you play sports all year round!" The hypothesis is at the beginning of almost every sentence, starting with the word "if". Contrapositive

Conditional Statement

Transcript: If an angle measures more than 90 but less than 180 (q), then the angle is obtuse (p) If the angle is not obtuse (~p) then it does not measure above 90 and less than 180 (~q) If the angle does not measure more than 90 but less than 180 (~q) then it is not obtuse (~p) ~p ----> ~q Conditional Statement If an angle is obtuse,(p) then it measures more than 90 but less than 180 (q) Ashley Fraser Converse q ---> p Biconditional <----> p q If an angle is obtuse if (p) and only if it measures more than 90 but less than 180 (q) p ---> q ~q ---> ~p Inverse Contrapositive An angle is obtuse, if it measures above 90 and less than 180 degrees

Conditional Statement

Transcript: ~ Q ---> ~ P Q →---> P Inverse Conditional Statements ~P →---> ~Q If Allison goes outside, she will go on a walk. If Allison does not go on a walk, she will not be outside. Converse by: Allison Frantz and Brooke Putney If Allison does not go outside, she will not go on a walk. P --->→ Q If Allison goes on a walk, she will be outside. Conditional Contrapositive

Conditional Statement

Transcript: Conditional Statement Inverse Contrapositive Converse if the animal is a bear, then its brown if it is not a bear, then it is not a brown animal if the animal is not brown, then it is not a bear if the animal is brown, then it is a bear the statements false because some dogs are brown, but they're not bears.

Conditional Statement

Transcript: Converse: If the bee will not sting the person then the person is standing still. Statement 5 If Annabeth Chase broke up with Perseus Jackson then he will be heart broken. Converse: if the dog will chase the cat then the cat will run. if life gave me a chance to live my life again then i will grab on to it then make it better then before. Statement 9 Converse:If I will do what ever you want then you give me $20. Conditional:If you give me $20 then I will do what ever you want. Conditional: If the cat will run then the dog will chase the cat. Conditional: If the person is stand still then the bee will not sting the person. Life and the Fictional Life! Statement 2 If Jack will not go on the life boat then Rose will stay behind with him. Statement 7 Statement 8 Statement 4 If I do not get into the college I wanted then I will be sad Contra positive: If i will not do what ever you want then you did not give me $20. Statement 1 Statement 6 If the police did not handcuff the criminal then the criminal will run away. Inverse:if you did not give me $20 then I will not do what ever you want. Statement 3 If I get 100 on my test then i will get allowance. Converse:If the criminal will run away the the police did not handcuff the criminal.

Conditional Statement

Transcript: This conditional statement is true because it is common knowledge to wear a sweater when it is cold. When is the sweater worn? Inverse of Conditional Statement If the weather is hot them why would you where a sweater Sources Cited If it is not cold, then I will not wear a sweater https://ed.edim.co/22102808/ip1_13_related_conditional.pdf?Expires=1380682700&Signature=LeHli13-JCjyfkju1r0lnarOIzC2yF3T1cC1pLJa06ivnm3AmFKhkLjwpNcUuLPOhdK1l3CPjgepQgN90Vku01s3hxm4uDCF9Ejkn-JHTLmlqIIGpMVwVOXm6787NYuUHplrDaSaPQ6t8U3nHwDFeWWfowzaqGt8D5OuaQjZLJo_&Key-Pair-Id=APKAJI74L7OXO7CNJA7Q Visual Counterexample https://www.google.com/search?q=summer+and+winter&source=lnms&tbm=isch&sa=X&ei=colLUoekONSgqQGmlICQBg&ved=0CAcQ_AUoAQ&biw=1600&bih=744&dpr=1 Marin Crews and Sidney Ashton If it is cold, then I will wear a sweater. Contraposotive to the conditional statement Marin And Sidney's Conditional Statement If I am wearing a sweater, then it is cold. If I am not wearing a sweater, then it is not cold Confirm Truth http://images.search.yahoo.com/yhs/search?_adv_prop=image&fr=yhs-rlo-shopathome_001&va=sweater+in+summer&hspart=rlo&hsimp=yhs-shopathome_001 If I am wearing a sweater, then my shirt was out of dress code. Confirm Truth Counterexample This statement is true because there is no reason to where a sweater if it is not cold. Converse of conditional statement If my shirt is not out of dress code then I will not wear a sweater. She is wearing a sweater with skimpy clothing. Sweater

Conditional Statement

Transcript: A conditional statement, symbolized by p q, is an if-then statement in which p is a hypothesis and q is a conclusion. The End If you wake up on time then you would have went to bed on time q=> p If you dont go to sleep on time then you will not wake up on time ~p=> ~q Inverse If you went to bed on time then you will wake up on time Conditional Statement Contrapositive Converse Conditional Statement By: Autumn Quigg & Kaleb Dodson If you went to bed on time then you will wake up on time If you went to bed on time then you will wake up on time If you don't go to sleep on time then you will not wake up on time ~p=> ~q

Conditional Statement

Transcript: Converse GOAL! If tomorrow is Friday, then today is Thursday If today is Thursday, then tomorrow is Friday If tomorrow is not Friday, then tody is not Thursday If today is not Thursday, then tomorrow is not Friday Conditional Statement Conditional Statement By Marquel Bryant Inverse Contrapositive

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