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Position On The Difference Between Deductive And Inductive Arguments (Essay Sample)

Instructions:

THE TASK REQUIRED THE ApplICATION OF skills of analyzing information and developing arguments gained over the course of the semester. I identifIED and useD relevant information in support of MY position ON the difference between deductive and inductive arguments. I FURTHER IllustrateD the differenceS with examples from empirical science (such as physics) and theoretical science (such as mathematics). FINALLY, I ExplainED the importance of each type of the argument.

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Content:
Student’s Name Professor’s Name Course Date Difference between Deductive and Inductive Arguments Introduction Deductive and inductive arguments are types of arguments connected to logical and analytical thinking aspects (Von Wright, 2017). Reasoning from a general point converging to a specific hypothesis in alignment with certain principles is referred to as a deductive argument. Moreover, reasoning involving a complementary procedure by making an observation from various numbers of specific events and altering principle in its explanation is referred to as inductive arguments. This paper will give an in-depth analysis of the differences between deductive and inductive arguments with examples from empirical and theoretical science. Next, the essay will underscore the importance of each type of argument. Both deductive and inductive arguments arefundamental aspects in the field of science and logic(Eriksson & Kovalainen, 2015). The reasoning process is the basis for achieving intellectual arguments which are composed of meaningful and logical statements. Conclusions and statements made are developed on the basis of either deductive or inductive arguments.The term reasoning is connected tothe intellectual process of searching and looking for a beneficial explanation in an argument. Any reason brought across is based is on deduction and inductive argument. There isthe importanceof having a connection toa reasonable argument with premises since it dictates the kind of conclusion to achieve. Deductive reasoning There is unlikeliness to expect a conclusion made oncertain premises to be false. Moreover,there are two possibilities of whether an inductiveargument could be valid or invalid according to the framework applied. A statement comprisingmore than one false statement can be categorized as not deductive. An example of an inductive argument is the DST categorized as a computer science department and Marx is a teacher in that department; so a conclusion can be drawn that Marxwill teach the subject. Testing theory logically can be made either through empirical or scientific approach. Inductive reasoning In day to day life experience,there are a lot of instances in which we use inductive reasoning. Normal inductive reasoningconsistsof using past events or experience again for future benefit. Some of the common inductive application instances we rely on include; we create assumptions that if weaccelerate gas pedal in our vehicle it will increase momentum process of thevehicleto the desired direction and the brake pedalwill the stop the moving car. Also, we make the assumptionthat grapesare sweeter than mangos. These examples are some ofthe inductive reasoning. Deductive reasoning applies maybe and probably aiming to support the conclusion. Difference between deductive and inductive reasoning One component of intellectual reasoning is the ability to think and reason in a logical manner(Schmeichel, & Vohs, 2018).This type of thinking equips us with relevant knowledge, making a sound decision, and solving problems. The right way to reason enables us to save time while avoiding hazards in trial and error in making a conclusion. Frequently, peopletry to solve problems in their minds to get solutions without exact application in the external world. For instance, if onechooses to build a bookcase, one is likely to screw or nail boards randomly aiming that the finished structure will serve the bookcase purpose. Alternatively, one may develop a similar mental representation that resembles the visual image of the bookcase. A deductive argument is an intended argument by the arguer to serve a valid response (Gover, 2018). This means that the deductive conclusion is meant to provide assurance of the truth. The same point can be emphasized by using a deductive approach perspective with premises used in providing a firm support for the deducted conclusion.This implies that if the premises are true there is a probability that the conclusion is true. If the reasoning is deductivelyexpressedand the premises complement with the conclusionsit is a valid argument. Also, if the premises areexpressed in a true perspective then the argument can be characterized to be sound. An example of a deductive argument“It is sunny in the UnitedStates, therefore, there are low chances of one carrying an umbrella”conclusion made is based on the term “so”. Within two premises,a deductive argument would beachieved if the truth is guaranteeingthe conclusion. The reader is not given a hint that wouldenable one to make a decision whether the combined premises are true. In this case,one is not able to make an exact measure of whether the argument is deductively sound.Moreover,it does not alter the truth in the statement.The decisions reached upon are dependent upon deductive trustworthy. To test a theory logicallywhich is ruled as empirical or scientific can be easily done by making a comparison between the theories. An inductive argument is an intended argument that is meant to improve the likeliness of the conclusion by the arguer. Inthe inductiveargument concept the premises are made with intentions of making it strong, in case the premises were false then there isthe probability that the conclusion could be false. An inductive argument is termed to be “weak” and not strong giving the inner meaning of the difference between weak and strong. For example, everytime I pass near that dog it has never tried to bite me. So, next time I will pass near that dog and it won’t bite me. This example would not serve as strong if we could apply another context in thesame condition not altered next time. However, the statement would serve to be stronger in relation to the more times I passed near the dog. The inductive argument would be weaker if there were fewer times I pass near the dog. An inductive argument is altered when the new premise is introduced as opposed to the deductive argument which is not altered. The difference between deductive and inductive argument does not mostly rely on the types of words used but it is derived from a type of relationship the expositor of the argument takes in making the premises and the conclusion. If the author has the belief that the intended truth has been established in the conclusion then the argument is said to be categorized as deductive. Incase the author of an argument does not think about the truth of the premises automatically the truth is established at the conclusion.However, the truth in the argument can provide a good reasoning evidence to believe the truth in the conclusion.A deductive argument approach is characterized by a top-down theory in which the grammar presentation takes rules. In terms of teaching using argument methods, the learners grasp the structured content first. What follows is to understand examples provided in any scenario and the conceptualizing of main ideas. inductiveargumentation teaching is based on the opposite usinga bottom-top theory which individuals use in understanding different sections.Understanding a concept begins with audio and visual perceptions then getting the context. Whenan individualis presented with information using a deductive argument it is easier to understand easily the spoken words since they have the knowledge of the rules that apply in language. For instance, in reading a context in a book, oneis able to have an inner comprehension of ideas. In regard to inductive argumentation,it is simpler for an individual to grasp concepts being engaged in an argument. Scientific induction and deduction differences The inductive method can also be referred to as the scientificmethod which can be viewed as a deductive method in an “upside downturn”. Inductionarguments methods start with axioms are aimed to prove true statements which arereferred to as a theoryin a logical flow. Inductive method normallystarts with many observations gotten from nature with the intention of finding a fewstatements, on how nature works. Physicappliesmathematics as a theoreticaltool to perform various concepts. Theoretically, the physicist normally makes scientific theories in relation to their assumptions. An example in induction application in physics is Newton’s third law of motion. Karl Popper applied the law to give an explanation of whata scientist had continued to conduct researching a thousand times but the reaction he got was always the same as he continued. The reaction is always the same but one is not certain about the next reaction on how it could react. Popper does not believe in the justification of induction but in the deduction while approaching falsification. In a comparison of induction and deduction argument,Popper could not have reached the exactness of his conclusion. Moreover, in the scientific Newton’s 3rdlaw, there could be the guess of outcome in a thousand times the reaction was being repeated. In an inductiveargument, general principles are gotten from a particularinstance while deductive reasoning draws a generalization from premises. Most scientistsapply inductive reasoning in formulating a scientific hypothesis. In physics deductive reason is applied to the following method. Example In electrical circuits, for instance, the first premise can be achieved in the flow of current in an electrical circuit which is directly proportional to the amount of voltage. The voltage is inversely proportional to the resistance that is (I=V/R). In the second premise, the circuit is doubled. Mathematical induction and deduction premises A technique referred to as “mathematical induction” is used in mathematics context. Deduction argument proofs its application in the mathematics application such as the following format: Example 1 -4 x 3 = -12 -4 x 2= -8 -4 x 1= -4 -4 x0 =0 -4 x -1 = 4 Example 2 Item P is true to the number 0. Therefore all natural numbers n, if P stands for n then P stands for n+1 Then it can...
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