1.Which is the best description of the term deductive reasoning? A)the use of logic to make a conclusion based on a given premise B)using multiple examples to make a generalization C)the use of a Magic 8-ball to determine the proper conclusion 2.Which is the best description of inductive reasoning? A)the use of multiple examples to make a generalization B)the use of logic to make a conclusion based on a given premise C)the use of a Magic 8-Ball to determine the proper conclusion 3.Which would be a good counterexample for the given statement?Thunder only happens in spring and summer storms. A)Thunder can happen during a snow storm. B)Thunder can happen during big storms in July. C)Lightning can happen during big storms in May.

1.Which is the best description of the term deductive reasoning? A)the use of logic to make a conclusion based on a given premise B)using multiple examples to make a generalization C)the use of a Magic 8-ball to determine the proper conclusion 2.Which is the best description of inductive reasoning? A)the use of multiple examples to make a generalization B)the use of logic to make a conclusion based on a given premise C)the use of a Magic 8-Ball to determine the proper conclusion 3.Which would be a good counterexample for the given statement?Thunder only happens in spring and summer storms. A)Thunder can happen during a snow storm. B)Thunder can happen during big storms in July. C)Lightning can happen during big storms in May.

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Identify if the argument is VALID or INVALID by analyzing the truth table test below:
Which of the following arguments uses deductive reasoning? The sum of two integers is an even number. m and n are odd integers. Thus, m + n is A even. B 1+5 = 6, 3+7 = 11, and 69+9 = 78. Therefore, the sum of two odd integers is even. Every snake I ever seen cannot jump. Therefore, all snake cannot jump. (D) Since 95% of the left-handers I've seen around the world use left-handed scissors, 95% of left-handers around the world use left-handed scissors.
I. Cite two arguments you've heard of lately. Prove the argument if it's logically correct by: 1. Translating to symbolic logic. 2. Determining the rules of inference followed (if there's any). a. If the argument is logically incorrect, state the error made, or the changes that needs to be done. Example: Propositional Logic Symbolic Logic E → W Observed Rules of Inference 1. "If you send me an e-mail message, then I will finish writing the program." "If you do not send me an e-mail message, then I will go to sleep early." "I did not finish writing the program." Therefore, "I will go to sleep early." Modus Tollens ~E → S Modus Ponens
5. Use DeMorgan's Laws for logic to negate the logical statement The fire is not burning or it is foggy
Thank you for your response, since it was not included in the response, is it possible to provide the logics you applied? Example for: p ∧ r , q ∧ r , p ∧ q, I know that it would be "If both A & B are true then A ∧ B is true otherwise false. I do not know how to denote statements with more than 2 variables. Therefore showing this will help me to understand. Thank you. Specifically, p ⊕ q ⊕ r p ∨ q ∨ r ¬ p ∧ r ∨ q ∧ r ∨ p ∧ q p ∨ q ∨ r ((p ∨ q ∨ r) ¬ (p ∧ r ∨ q ∧ r ∨ p ∧ q)) (p ⊕ q ⊕ r) ↔ ((p ∨ q ∨ r) ¬ (p ∧ r ∨ q ∧ r ∨ p ∧ q))
b) Consider the arguments below: Amin doesn't like mathematics or he attends the classes. If Amin attends the classes or study hard, then he will pass the examination. Amin failed the exam. i) Using variables p, q, r and s, write down the primary statements ii) Write the premises using variables in (i) iii) Find the conclusion of the arguments by using the rules of inference.
Help me with question 1,2,3
help please answer in text form with proper workings and explanation for each and every part and steps with concept and introduction no AI no copy paste remember answer must be in proper format with all working
formal proof I need you to explain it “Math For Dummies” clearly. Q1) propositional logic and formal proof: Write the following argument with propositional logic symbols and then formal proof it and make also a truth table: If the motor is ok, then the car works. If the motor is not ok, the race cannot be run. The race can be run. So, the car works.
True or False Inductive reasoning is the process of reaching conclusion by applying general assumptions, procedure or principle or it is a process of reasoning logically from given statement to a conclusion.
Choose what is the conclusion from the following premises: "If I walk under the rain, I get sick" "I take medicine when I am sick." "I did not take medicine"? O O O I walked under the rain I got sick I did not get sick
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.