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HW 1.2Bb Proofs Name CRN Do this worksheet in addition to the problems in Reassign for Section 1.2. Directions 1. Prove each limit below by writing the proof. 2. Write your proofs on your own paper
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How to fill out proofs

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Point by point, here is how to fill out proofs and why they are needed:

How to fill out proofs:

01
Begin by clearly stating the theorem or statement that you are trying to prove. This helps provide a focus and direction for your proof.
02
Next, identify any given information or assumptions that are provided in the problem. This will serve as the basis for your proof and can be used as starting points for your reasoning.
03
Use logical and deductive reasoning to construct a step-by-step argument. Each step should be supported by a logical justification, such as a previous theorem, definition, or property. This helps to build a solid and convincing proof.
04
Be sure to clearly state each step in your proof. This includes stating any assumptions or reasoning used and referencing any relevant theorems or definitions. This helps to ensure that your proof is clear and easily understandable to others.
05
Finally, conclude your proof by restating the original theorem or statement and showing how your logical argument leads to its proof. This helps to wrap up your reasoning and validate your initial claim.

Who needs proofs:

01
Mathematicians: Proofs are an essential tool in mathematics for establishing the validity of mathematical conjectures and theorems. Mathematicians rely on proofs to verify the accuracy and rigor of their work, as well as to communicate their findings to others.
02
Scientists: Proofs are also important in scientific research and experimentation. They provide a means to support or refute hypotheses, theories, and empirical observations. Proofs in science contribute to the understanding and advancement of various disciplines.
03
Engineers: Proofs are necessary in engineering to ensure the correctness and reliability of designs, calculations, and solutions to complex problems. Engineering proofs help to guarantee the safety and effectiveness of various systems and technologies.
04
Students: Learning how to fill out proofs is an integral part of mathematics education. It teaches critical thinking, logical reasoning, and problem-solving skills. Students need proofs to grasp mathematical concepts fully and excel in their academic pursuits.
05
Professionals in various fields: Although not everyone may actively engage in mathematical proofs, the ability to understand and interpret proofs can be beneficial in various professional domains. It enhances logical thinking abilities, analytical skills, and problem-solving capabilities, which are valuable traits in fields such as finance, computer science, and law.
In summary, knowing how to fill out proofs and understanding their importance is essential for mathematicians, scientists, engineers, students, and professionals in various fields. Proofs serve as a tool for logical reasoning, verification, and communication, thereby contributing to the advancement and reliability of knowledge in different domains.
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Proofs are documents or evidence submitted to support a claim or statement.
Anyone making a claim or statement that requires supporting documentation is required to file proofs.
Proofs can be filled out by providing detailed information and attaching relevant documents.
The purpose of proofs is to provide evidence and support for claims or statements being made.
Proofs should include all relevant information and supporting documents related to the claim or statement.
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