UNBOUND: The Illimitable Application of Limits in Health & Medicine
Limits are a fundamental concept in calculus concerning the behavior of a function near a particular input. They distinguish Calculus from other areas of mathematics as they describe how a function behavesnearapointinstead of at that point and are the values that a function "approaches as the input or index approaches a value Additionally, limits define continuity, derivatives, and integrals. A simple yet powerful idea that serves as the basis of all of calculus, giving us a method for describinghowtheoutputsof a function behave as the inputs approach some specifiedvalue.
The notion of limits is paramount not only in Calculus but also in reality. Theyarenotboundtofinding integrals and derivatives, nor are they limited to the scope of Calculus, as they connect with other fundamental knowledge in different sciences and disciplines. Significant in just about all fields and areas, but to a greater extent, in the Health SciencesandMedicalfield.
The application of limits in the Health Sciences and Medical field forges the basis for numerous critical concepts and subject matters in treatment, healthcare, and medication First and foremost, limits in this field help determine medicine concentration in a person ' s body with time. Consequently, from the foremostly mentioned application, medical professionals can indicate the amount of substance as well as the frequency of the medicine intake of a particular patient and determine how fast the medicine metabolizes. Limits are applicable in such instances as the amount of substance a patient intakes is the limit of the function as the time approachesinfinity
Furthermore, limits are also relevantinstudyingdrugprocessing anditsmetabolizationinthehuman bodyaftermedicinaladministration Moreover, the concept of limits applies in gaining knowledge about viruses since it is significant in calculating virus growth as the derivative of the equation is used to gauge a virus accumulation speed. From this perspective, limits are employable in life and are highly substantial in Health Sciences and Medicine.
Limitsserveascritical foundationsfor ideas and processes in real-life, serving as a ground for medication study, virus growth, medicine metabolization, and measuring the time or amount of medicinal intake Comprehension of the implication of these concepts in life affords a greater understanding of the value of limits in fundamental medicinal knowledge and further advancement in the Health Sciences and Medical field in thenearFuture
T NA FIDE > FromHeliumto Hydrogen: TheAnalogous RelationofLimits totheTheSun feature04| feature 03| ThePowerof Limitations: HowConstraints CanDrive Creativity& Innovation SEER VOLUME I • ISSUE 1 MARCH 2023
editorial05| DealorNoDeal? The Essence of Limits&Continuity
LoisImmanuelleVelasco
The Actuality of Continuity The Actuality of Continuity in Reality in Reality
> DanielGaborro
Never ending and constantly going, Continuity it is! The word itself means to continue be it in a never endingmannerornot.
In mathematics, continuity is a rigorous formulation of the intuitive concept of a function that varies without abrupt breaks or jumps. A function is a relationship in which each value of an independent variable, say x, corresponds to a valueofadependentvariable,sayy
Continuity of a function is sometimesexpressedbysayingthat if the x-values of the function are closetogether,thenthey-valueswill becloseaswell.
Asitisinmathitmaybeavalue or equation that has a value of never ending, Infinity Likewise in life, It is comparable as to how several situations mayseemcontinuousornot.
Imagineaworldwherethereisn't continuity. Unfortunately you can't, a worldwithoutcontinuitywouldn'tcontinue to exist at all, given that there is no continuity. Same examples may be given at some situations in real life such as trajectory of objects in space, population of an invasive species, and continuously endless possibilities. Without continuity nothingwouldevenevercontinue.
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02
Continuity&Beyond!
lim f(x) ∞ x➔c = dne
ThePowerofLimitations:
How Constraints Can Drive How Constraints Can Drive
Creativity and Innovation Creativity and Innovation
We frequently perceive limitations as impediments to our progress and success, but what if we saw them as possibilities for growth and innovation? This issue of our thematic newsletter delves at the power of limitations, how they may inspire creativity, and also howpeopleandorganizationscanusethemtoachieve theirobjectives
Limitations have been found in psychological tests to beusefultoourproblem-solvingabilities Whenweare confronted with limits, we are pushed to think more imaginatively, which can result in more original and novel ideas Limitations, rather than impeding our progress, can motivate us to find new approaches to problems, leading to more success in the long term It can be a motivating force for innovation in the corporate sector. A company ' s budget, resources, or time period may be limited, but these constraints can lead to new and improved goods, services, and procedures. Businesses can become more efficient, innovative, and successful by focusing on what they candowithfewerresources
Several successful businesses have used constraints to fuel innovation and success. Nike'sfamedFlyknitsneakers,forexample,were constructed using a process known as "compressionknitting,"
Similarly, Toyota's production system is centeredontheconceptof"kaizen,"orcontinual improvement. This attitude entails imposing constraints on manufacturing processes and always researching methods to enhance them, resulting in increased efficiency and quality in theirautomobiles.
Limits can also be a tremendous tool for personal development and growth We can become more focused, disciplined, and driven byimposinglimitsonourownbehaviororgoals. Limiting our screen time, for example, can lead to more productive and meaningful activities like exercise, reading, or spending time with loved ones. Limits aren't always challenges to overcome; they can also be opportunities for growthandinnovation
> ArielleElizCubos 03 feature 03
FromHeliumtoHydrogen: TheAnalogousRelation ofLimitstotheTheSun
Limits are one of the topics in calculus
Limitsareusedtodefinecontinuity,integral, anddifferential.Asitisusuallystated,Limits are defined as the value you are approaching as you approach a certain value. Limits may usually be written on paperwithmathequations However,itmay also be related and applied to situations in reallife
Several billion years ago, a star was createdanditcontinuestoprovidelightand heattothesolarsystem Itisthesunthatwe all know of The sun is a massive star located at the center of the solar system It hasexistedevenbefore46billionyearsago
The sun also is responsible for the light we have throughout the solar system However, the sun will eventually reach its end and may not provide us with the light that we need anymore. As the sun continues to age throughout the history of the solar system and universe, it fuses hydrogen in its core whichproducesabyproductofhydrogen..
Throughout the process, it produces heat that rises continuously, and this heat would eventually reaches its highest peak when the sun finally stoppedfusinghydrogen.Thisiswherelimitscome in relation to the sun. The sun’s temperature may becomparableandsimilarwhenitcomestolimits that reach a certain value as you approach a certainvalue.Whenitreachesthecourseofovera billion years, the temperature of its helium core continuously increases, eventually reaching over 100millionKelvin.
Limitssurelydonotonlyplayabigroleinmath especially in calculus, but also in real-life experiences and situations. Limits may even be related and applied outside the planet earth. This brings new knowledge that may even be a foundation of a main idea or point in a future society
> feature
DanielGaborro
TO INFINITY... AND BEYOND!
NO LIMITS ON LIMITS!
Given a chance I would love you at a limit of a function where x approaches 0!
if a limit is at infinity, it does not exist That would be my feelings for you Yel, I heard you're good at math! Lemme guess... you have a pick up line? END. infinity,
feelings for you At infinity!
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2. One of the fathers of Calculus 4 The measure of the
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3 Branch of Mathematics dealing with continuous change 1.Describesthebehaviorofa functionnearapoint
entertainment 05
LoisImmanuelleVelasco
DEAL OR NO DEAL?
The Essence of Limits & Continuity
> ArielleElizCubos
The concept of Limits is one of the main integral pillars of Calculus, a firm footing serving as a root to understand and define other connected concepts of calculus, namely; integrals, derivatives, and continuity. The same goes for continuity. For one to say that Limits are paramount in Mathematics and other Math Sciences would be an understatement. Nevertheless, putting aside their importance in the field of Mathematics, what else are they here for? Are they a big deal only in Calculus yet nothing more in reality? What purpose or significance do they serve or offer us in the real world?
In today's ever-evolving world, the concept of limits holds significant relevance, particularly in the realm of continuity and its real-world applications These mathematical constructs are not merely confined to the subject of calculus but extend their influence to various aspects of reality The rationale behind incorporating limits in our lives is to better understand and manage complex situations and systems By recognizing the critical role that limits play in diverse fields such as economics, physics, and engineering, we can appreciate the vast potential they offer in shaping our understanding of the world around us
Contrary to the belief that limits are confined solely to the realm of calculus, they play a crucial role in realworld scenarios as well. Some examples include optimizing resources, predicting trends, and designing advanced technology. By analyzing the significance and practical implications of limits, it becomes evident that their role extends far beyond academia and into our daily lives.
editorial SIGHT SEER
SEER issuu LoisImmanuelleVelasco ArielleElizCubos
DanielGaborro EDITOR-IN-CHIEF FEATURE&NEWSEDITOR LAYOUTANDGRAPHICSEDITOR AThematicNewsletterfromSt Joseph-01 AMajorPerformanceTaskin BASICCALCULUS080 Submittedto SirEfrenC.RosalesJr. ArielleElizCubos OPINIONEDITOR In partialFulfillment forthe 3rdGradingofthe2nd Semester
