a. conclusionTacts are assumed to be true.b. conversed. hypothesis d. implication-" garbage is disposed properly, then dengue diseases will be prevented. What do you call theunderlined portion in this conditional statement?a. conclusionb. converse3. The converse of the statement: “if you are in love, then you are inspired", is,d. hypothesis d. implicationa.If you are not in love, then you are not inspired.If you are inspired, then you are in love.If you are not inspired, then you are not in love.if you are in love, you are not inspired.b.C.d.4. The if-then form of the statement: "Parallel lines never intersect", is:If two lines intersect, then they are parallel.If two lines are parallel, then they never intersect.if two lines are not parallel then they intersect.If two lines intersect, then they are not parallel.a.b.C.d.5. What is the contrapositive of the conditional statement shown in the Venn Diagram?AsianFilipinoa. If you are a Filipino, then you are an Asian.b. If you are an Asian, then you are a Filipino.C. If you are not a Filipino, then you are not an Asian.d. If you are not an Asian, then you are not a Filipino.II. Transform the given statements into if-then statements.6.National Disaster Risk Reduction Council volunteers are busy during calamities.7.An eighteen year old Filipino can cast his/her vote during election.8.All right angles are congruent.9. Refer to questions 6-8. Explain how to decide which is the hypothesis and the conclusion of thestatement.

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tô be true. conclusion b. converse d. hypothesis d. implication Barbage is disposed properly, then dengue diseases will be prevented. What do you call the underlined portion in this conditional statement? a. conclusion b. converse d. hypothesis d. implication S. The converse of the statement: "if you are in love, then you are inspired", is,

tô be true. conclusion b. converse d. hypothesis d. implication Barbage is disposed properly, then dengue diseases will be prevented. What do you call the underlined portion in this conditional statement? a. conclusion b. converse d. hypothesis d. implication S. The converse of the statement: "if you are in love, then you are inspired", is,

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Categorize the following logical fallacy. You will tell the general manager that I made the right choice in dealing with that customer. After all, I'm the shift manager, so my decisions are always right. Select an answer Question Help: Message instructor E Calculator Submit Question MacBook Air
Construct a Venn diagram to determine the validity of the given argument. 1. ??? ?????? ??? ??????? ____ _2. ???? ?? ?? ??????_____ ?ℎ???????, ???? ?? ? ?????
2. Let p: Hwi wins the first round and q: Hwi wins the tournament. a. Write “Hwi wins the tournament only if he wins the first round.” In symbols b. Write in words, the converse, inverse, and contrapositive statement in a. c. If p is true and q is false, what is the truth value of the statement in a? Note: The statement to which the arrowhead points is the conclusion.Consider the conditional p ←− q. Here, p is the conclusion, while q is the premise.We read such conditional statement as ”p only if q”.
What is the hypothesis in a conditional statement, "If I had wings, I could fly"?
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Construct hypotheses based on a given observation and determine if a given scenario is using deductive or inductive reasoning. 5. Chinook, Coho, and sockeye salmon return to the stream where they were hatched to spawn. Therefore, all salmon return to the stream where they were hatched to spawn. What type of logic is represented in the salmon scenario? What is the main caveat for this type of logic? Justify your reasoning.
20.
Use the given conditional statement to answer the questions that follow. If Ryan misses basketball practice on Monday, then he will not be a starting player for Tuesday's game. 1. Identify the conditional statement's hypothesis and conclusion. 2. Write the converse of the conditional statement. 3. Write the inverse of the conditional statement. 4. Write the contrapositive of the conditional statement.
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In a group of 20 people, there are some who always tells the truth, while others always lie. You wantto know who the honest people and the liars are, so you ask each one to tell you a name of someone they knowto be a liar. Based on their answers, who are the honest ones and who are the liars? Hint: There are more liars.Person Response Person Response Person Response Person ResponseAlex Patrick Francine Chris Karen Oscar Patrick TomBen Chris George Helen Lulu Viola Rebecca KarenChris George Helen Eve Mona Nigel Stacy JonasDavid Patrick Ida Rebecca Nigel Alex Tom OscarEve Lulu Jonas Ben Oscar Mona Viola Nigel Count Name Initials (write in alphabetical order) Honest = ______…