I understood that: The concept of limit is a topological notion that formalizes the intuitive formation towards a specific point. A mathematical limit also expresses the tendency of a function or sequence as its parameters approach a certain value. and continuity is a property of a function qualified as continuous and these functions can be intuitive when they do not present problems when graphing. Att: Manuela Flórez Arroyave
There it is said that the limit is the value to which a function tends when the independent variable tends to a certain number or to infinity.
Since the derivative of a function is defined as a limit, it is important to understand what a limit is and to learn how to evaluate limits. We also see here the relationship between the concepts of limit and continuity, this being the property of a function of not presenting breaks in its graph.
Att: Ximena Andrea Pulgarin
explains that a limit is a magnitude that the terms of infinite sequence and latitude progressively approach, the methods to find the limit are numerical, graphic and algebraic methods. It tells us that continuity is a property of a function classified as continuous, and that continuous functions are intuitively noticed when when graphing them they do not exhibit irregular interruptions, which allows us to draw them without lifting the pencil from the sheet. Karen Pineda.
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Mhenao_0476
I understood that: The concept of limit is a topological notion that formalizes the intuitive formation towards a specific point. A mathematical limit also expresses the tendency of a function or sequence as its parameters approach a certain value. and continuity is a property of a function qualified as continuous and these functions can be intuitive when they do not present problems when graphing. Att: Manuela Flórez Arroyave
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xime_0826
There it is said that the limit is the value to which a function tends when the independent variable tends to a certain number or to infinity.
Since the derivative of a function is defined as a limit, it is important to understand what a limit is and to learn how to evaluate limits. We also see here the relationship between the concepts of limit and continuity, this being the property of a function of not presenting breaks in its graph.
Att: Ximena Andrea Pulgarin
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Mhenao_0476
explains that a limit is a magnitude that the terms of infinite sequence and latitude progressively approach, the methods to find the limit are numerical, graphic and algebraic methods. It tells us that continuity is a property of a function classified as continuous, and that continuous functions are intuitively noticed when when graphing them they do not exhibit irregular interruptions, which allows us to draw them without lifting the pencil from the sheet. Karen Pineda.
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