Unit Examination on Math Essay - 1366 Words

Complete certainty, what exactly does that mean? It seems to imply that we are able to know something without doubtfulness. In fact, it seems to be saying that it is a justified true belief. But what makes a complete certainty complete and certain. To understand this we must first understand and grasp what the two areas of knowledge of mathematics and the natural sciences say they accomplish this goal. We must first understand what makes something a complete certainty to the scientists and mathematicians that study in these subjects and how the people, who believe in their findings, accept these complete certainties. Mathematics and the natural sciences are both hard sciences that are consistently backed up by evidence and†¦show more content†¦The answers will be consistent if the problem is solved as the way math dictates. For example, in the concept of addition, one plus one will always equal two (1+1=2). In the concept of subtraction, five minus four will always equal one (5-4=1). In the concept of multiplication, two multiplied by four will always equal eight (2x4=8). In the concept of division, six divided by two will always equal three (6/2=3). These examples will always be consistently true and to this day no one dares to challenge these ideas because everyone is completely certain in its truth. However, these are just some of those concepts of rigorous proofs in mathematics. In fact, there are many, especially in the subjects of trigonometry, geometry, algebra, calculus, and statistics. It is because of these rigorous proofs that we and many mathematicians can put absolute and complete certainty into math. Math provides and gives us answers that we can accept because the process of getting to the answer is something that can be repeatable and for the most part, easy to teach others how to do. Though there are many other ways to get to the answer, math dictates that as long as you follow the laws of math during the process, the answer will indefinitely be the same. The boundaries are limited, and the paths are plentiful, but they all lead to the same destination. This reasoning gives consistency which leads complete certainty. Now that we can understand how mathematics has the concept ofShow MoreRelatedManagement and National Service Training1620 Words   |  7 Pages   |    |    |    | Checklist |    |    |    | Name: |    | Student no. |    |    |    |    |    | Subject code | Subject description | Units | Grade | Instructor |    | Semester 1 |    |    |    | Eng 111 | Effective reading, writing and listening skills/study and thinking skills | 3 |    |    | Fil 111 | Sining ng pakikipagtalastasan | 3 |    |    | Math 111 | Basic math algebra | 3 |    |    | Com 111 | Basic computer (i.t) | 3 |    |    | Soc. 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