Isaac Newton (la Derivada) by

Victor_F_Rodriguez_P — 2023-11-27 10:16:42 UTC

¿Qué es la derivada?

2023-11-27 15:18:23 UTC

La derivada es un concepto fundamental en cálculo que representa la tasa de cambio instantánea de una función en un punto dado. En otras palabras, indica cómo cambia el valor de una función en respuesta a cambios infinitesimales en su variable independiente.

Tapia Robles Dante Christoph 622 ENP9

García Mora Andrea

2023-11-27 15:18:38 UTC

Is the value of the slope of the line tangent to a curve at a point

García Mora Andrea

Prepa 9

Angulo Sánchez Leonel Emiliano 622 P9

2023-11-27 15:18:54 UTC

In its formal definition, it is the value of the slope of the tangent line to a curve at a point

Ramírez Rodríguez Io Sinai

2023-11-27 15:19:04 UTC

It provides information about how a function behaves locally.

Prepa 9

Es el valor de la pendiente de la recta tangente a una curva en un punto (en el punto que nosotros queramos) Montiel García Carlos Eduardo

2023-11-27 15:19:10 UTC

Cesar Akbar 622 p9

2023-11-27 15:19:15 UTC

La derivada es la pendiente de una recta tangente a una curva en un punto

The derivative is the slope of a straight line tangent to a curve at a point

Mota Caltenco Valentina P9

322222058 — 2023-11-27 15:19:22 UTC

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto (cualquier punto).

María Fernanda Sandoval Martínez María Fernanda P9

322010071 — 2023-11-27 15:19:22 UTC

Es el valor de la pendiente de la recta tangente a una curva en un punto (cualquier punto que se desee).

The derivative is the value of the slope of the line tangent to a curve at a point

2023-11-27 15:19:24 UTC

Priego Torres Angel Santiago - 622
Prepa 9

Chávez Morales Héctor Ulises P9

2023-11-27 15:19:27 UTC

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto.

García González Mariana P9

8nvqp26d5r — 2023-11-27 15:19:39 UTC

The derivative is used to analyze how a function changes at different points and to find local extrema, growth rates, concavity, and other properties of functions.

It is the value of the slope of the tangent line to a curve at a point (at the point we want) Montiel García Carlos Eduardo P9 622

2023-11-27 15:19:43 UTC

Díaz Rodríguez Jessi Fátima - p9

2023-11-27 15:19:43 UTC

Es el valor de la pendiente de la recta tangente de una curva en un punto determinado.

It's the value of the slope of the tangent line of a curve at a given point.

Paz Hernández Ana Sofía

322164284 — 2023-11-27 15:19:43 UTC

It is the value of the slope of the tangent line tangent to the curve at a point.

Prepa 9.

622 Jessica Figueroa

2023-11-27 15:19:44 UTC

describes how the value of the function changes at a specific point when the independent variable undergoes a change at that point.

Chávez Morales Héctor Ulises P9

2023-11-27 15:19:52 UTC

The derivative is the value of the slope of the tangent line to a curve at a point.

Vázquez Suárez Valeria, prepa 9

2023-11-27 15:19:54 UTC

It is the value of the slope of a line tangent to a curve at a point.

Es el valor de la pendiente de una recta tangente a una curva en un punto.

Espinoza Reyes Fernanda:) (P9)

2023-11-27 15:19:56 UTC

Es el valor de la pendiente de la recta tangente a una curva en un punto.

It's the value of the slope of the tangent line to a curve at a point.

Morales Mendoza Estrella Montserrat 622 P9

322222041 — 2023-11-27 15:19:57 UTC

The derivative is the value of the slope of the tangent line tangent to a curve at any point.

Silis Mandujano Cameron 622 P9

2023-11-27 15:19:59 UTC

The derivative of a function gives us the slope of the tangent line to the function at any point on the graph. This can be used to find the equation of that tangent line.

Alcántara Vázquez Bruno Daniel ENP9

322037203_ — 2023-11-27 15:20:06 UTC

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto.

Mejía García Anahí

2023-11-27 15:20:07 UTC

Is the worth of slope to the straight tangent on a curve at a point

Martínez Pérez Valeria Mayte

2023-11-27 15:20:12 UTC

The derivative at a point represents the slope of the line tangent to the curve at that point.

MUÑOZ RIVERA ALYZON EMIRETH PREPA 9 622

2023-11-27 15:20:20 UTC

La derivada es el valor de la pendiente de la recta ta gente a una curva en un punto.

The derivative is the value of the slope of the line ta people to a curve at a point.

Silis Mandujano Cameron 622 P9

2023-11-27 15:20:22 UTC

La derivada de una función nos da la pendiente de la recta tangente a la función en cualquier punto de la gráfica. Esto puede usarse para encontrar la ecuación de esa recta tangente.

Muñoz Rueda de León Montserrat 622

2023-11-27 15:20:26 UTC

With the derivative it is possible to determine the slope of the tangent at a point on a curve

Mota Caltenco Valentina P9

322222058 — 2023-11-27 15:20:29 UTC

The derivative is the value of the slope of the tangent line to a curve at a point (any point).

Derivada Carla López p9

2023-11-27 15:20:36 UTC

La derivada es el valor de la pendiente de una recta tangente a un punto en una curva, puede ser cualquier punto

Cruz Gelover Alejandra 622

2023-11-27 15:20:36 UTC

The derivative of a mathematical function is the rate of change of a function at a certain point.

Angélica Belém Prado de la Luz ENP 9

322218033 — 2023-11-27 15:20:44 UTC

Es parte del cálculo, de manera que la derivada se calcula encontrando la pendiente de la tangente a la curva de la función en un punto dado. Mide el movimiento.

Torres Montoya Nataly Daniela P9

2023-11-27 15:20:50 UTC

Derivatives are the result of performing a process of differentiation over a function or an expression.

Paz Hernández Ana Sofía

322164284 — 2023-11-27 15:21:04 UTC

Es el valor de la pendiente de la recta tangente a una curva a un punto

Prepa 9

Silis Mandujano Cameron 622 P9

2023-11-27 15:21:06 UTC

The derivative of a function at a point is the slope of the tangent line to the curve at that point. After obtaining the slope of the tangent line, the equation of the tangent line is determined by means of said slope and the point of tangency.

What is the derivative?

2023-11-27 15:21:08 UTC

It is the result of a limit and represents the slope of the tangent line to the graph of the function at a point.

Olvera Paniagua Luis Fernando

622 - Preparatoria 9

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto.

2023-11-27 15:21:11 UTC

Priego Torres Angel Santiago - 622
Prepa 9

Alonzo Cortés Natalia P9

2023-11-27 15:21:11 UTC

Is the value of the slope of the tangent line to a curve in one point

2023-11-27 15:21:14 UTC

The derivative is as the slope of the tangent line to the curve of a function at a specific point. It represents how the function tilts or "instantaneously changes" at that point.

Tapia Robles Dante Christoph 622 ENP9

Derivative Carla López p9

2023-11-27 15:21:16 UTC

The derivative is the value of the slope of a line tangent to a point in a curve, it can be any point

Estrada Aguilera Ashley Lysette 622 ENP 9

2023-11-27 15:21:16 UTC

The derivative is the value of the slope of the tangent line to a curve at any point.

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto cual quiera.

Alcántara Vázquez Bruno Daniel ENP9

322037203_ — 2023-11-27 15:21:17 UTC

The derivative is the value of the slope of the tangent line to a curve at a point

Angélica Belem Prado de la Luz ENP 9

322218033 — 2023-11-27 15:21:18 UTC

It's part of calculus, so the derivative is calculated by finding the slope of the tangent to the function's curve at a given point. It measures motion.

Sandoval Martínez María Fernanda P9

322010071 — 2023-11-27 15:21:19 UTC

What is the Derivative? It is the value of the slope of the tangent line tangent to a curve at a point (any desired point).

García Favila Emanuel P9 622

322063448 — 2023-11-27 15:21:21 UTC

La derivada es el valor que puede tomar la pendiente de de una recta tangente en un punto determinado

It’s the value of the slop of the tangent line in an specific point

Derivada Hernández Soledad Viviane p9

2023-11-27 15:21:29 UTC

Las derivadas son el resultado de realizar un proceso de diferenciación sobre una función o una expresión. La notación de la derivada es la forma en la que expresamos derivadas matemáticamente.
A derivative is described as either the rate of change of a function, or the slope of the tangent line at a particular point on a function. What is a derivative in simple terms? A derivative tells us the rate of change with respect to a certain variable.

Silis Mandujano Cameron 622 P9

2023-11-27 15:21:29 UTC

La derivada de una función en un punto es la pendiente de la recta tangente a la curva en ese punto. Después de obtener la pendiente de la recta tangente, la ecuación de la recta tangente se determina por medio de dicha pendiente y el punto de tangencia.

Gutiérrez Ximena 622 P9

2023-11-27 15:21:30 UTC

Derivatives are defined as the varying rate of change of a function with respect to an independent variable.

Derivate

2023-11-27 15:21:30 UTC

It is the value of the slope of the tangent line when there is a curve. Domínguez Morales Alexandra

¿Qué es la derivada?

2023-11-27 15:21:37 UTC

Es el resultado de un límite y representa la pendiente de la recta tangente a la gráfica de la función en un punto.

Olvera Paniagua Luis Fernando

622 - Preparatoria 9

Vazquez Vargas Josue P9

2023-11-27 15:21:38 UTC

The derivative of a function represents the tangent line to a curve and is a tool that allows evaluating the way in which the change in a function occurs.

La derivada de una función representa la recta tangente a una curva y es una herramienta que permite evaluar la forma en que se presenta el cambio en una función

Cesar Akbar p9

2023-11-27 15:21:40 UTC

The derivative is the slope of a straight line tangent to a curve at a point

622 Jessica Figueroa

2023-11-27 15:21:44 UTC

Represents the instantaneous rate of change of the function relative to its independent variable.

Martínez Pérez Valeria Mayte

2023-11-27 15:21:46 UTC

The derivative of a function at a point measures how quickly the function changes at that point.

García González mariana p9

8nvqp26d5r — 2023-11-27 15:21:46 UTC

Desde una perspectiva geométrica, la derivada de una función es la pendiente de la recta tangente al punto donde se ubica x.

From a geometric perspective, the derivative of a function is the slope of the tangent line at the point where x is located.

Gutierrez Calderon Ximena

2023-11-27 15:21:53 UTC

The derivative is a versatile tool that accepts various interpretations; as well as it is possible to determine the slope of the tangent at a point of a curve

Mota Caltenco Valentina P9

322222058 — 2023-11-27 15:21:55 UTC

La derivada de una función nos indica el ritmo con el que una función varía, es decir, crece, decrece o permanece constante cuando se producen pequeños cambios en la variable independiente.

The derivative is when it goes from a secant line to a tangent line.

2023-11-27 15:21:57 UTC

Montiel García Carlos Eduardo prepa 9 622

La derivada

2023-11-27 15:21:57 UTC

Es el valor de la pendiente de la recta tangente a una curva en un punto cualquiera

Muñoz Rueda de Leon Montserrat 622

2023-11-27 15:21:59 UTC

The derivative is defined as the method that shows the simultaneous rate of change. That means it is used to represent the amount by which the given function is changing at a certain point.

Morales Mendoza Estrella Montserrat p9

322222041 — 2023-11-27 15:21:59 UTC

The derivative of a function tells us the rate at which a function varies, i.e. grows, decreases or remains constant when small changes occur in the independent variable.

La derivada de una función nos indica el ritmo con el que una función varía, es decir, crece, decrece o permanece constante cuando se producen pequeños cambios en la variable independiente.

Paz Hernández Ana Sofía

322164284 — 2023-11-27 15:22:00 UTC

indicates the rate at which a function varies, grows, decreases or remains constant when there are small changes in the independent variable.

Prepa 9

Angulo Sánchez Leonel Emiliano 622 P9

2023-11-27 15:22:00 UTC

En su definición formal es el valor de la pendiente de la recta tangente a una curva en un punto de nuestra elección.

Ramírez Rodríguez Io Sinai

2023-11-27 15:22:01 UTC

Se calcula como la pendiente de la tangente a la curva en ese punto.

Campos García Andrea Fernanda P9

322073348 — 2023-11-27 15:22:14 UTC

The derivative is the value of the slope of the tangent to a curve in a point.

Mota Caltenco Valentina P9

322222058 — 2023-11-27 15:22:17 UTC

The derivative of a function tells us the rate at which a function varies, that is, increases, decreases or remains constant when small changes occur in the independent variable.

Martínez Nieto Ximena Linette

2023-11-27 15:22:19 UTC

The derivative is the value of the slope of the tangent line

La derivada es el valor de la pendiente de la recta tangente

Vázquez Suárez Valeria, 622, prepa 9

2023-11-27 15:22:21 UTC

The derivative of a function tells us the rate at which a function varies, that is, increases, decreases or remains constant when small changes occur in the independent variable.

La derivada de una función nos indica el ritmo con el que una función varía, es decir, crece, decrece o permanece constante cuando se producen pequeños cambios en la variable independiente.

Natalia Alonzo Cortés P9

2023-11-27 15:22:24 UTC

The derivative of a function describes the instantaneous rate of change of the function at a certain point.

Sandoval Martínez María Fernanda P9

322010071 — 2023-11-27 15:22:36 UTC

The derivative of a function describes the function's instantaneous rate of change at a certain point. Another common interpretation is that the derivative gives us the slope of the line tangent to the function's graph at that point.

Villalobos Suarez Francisco Javier 622 P9

2023-11-27 15:22:37 UTC

The derivative is the value of the slope of the tangent line to a curve at a point

Campos García Andrea Fernanda P9

322073348 — 2023-11-27 15:22:56 UTC

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto.

Espinoza Reyes Fernada (P9)

2023-11-27 15:23:00 UTC

La derivada de una función es la pendiente de la recta tangente al punto donde se ubica x. ☝️🤓

The derivative of a function is the slope of the tangent line to the point where x is located.

Alcántara Vázquez Bruno Daniel ENP9

322037203_ — 2023-11-27 15:23:05 UTC

La pendiente (m) de una recta está definida por m=tan a

Paz Hernández Ana Sofía

322164284 — 2023-11-27 15:23:06 UTC

Nos indica el ritmo con el que una función varía, es decir, crece, decrece o permanece constante cuando se producen pequeños cambios en la variable independiente.

Prepa 9

Fuentes chavez jimena p9

2023-11-27 15:23:10 UTC

The derivative can get the value in any point of function graphic

La derivada puede tener un valor de cualquier punto en el gráfico de la función

Díaz Rodríguez Jessi Fátima p9

2023-11-27 15:23:16 UTC

The value of the derivative is for any point that is inside the curve, that is, by having the derivative we can obtain any slope.

MUÑOZ RIVERA ALYZON EMIRETH PREPA 9 622

2023-11-27 15:23:21 UTC

La derivada de una función es aquella que nos da la pendiente de una recta tangente que pasa por una curva, donde utilizamos el límite por notacion funcional, el límite de una pendiente de recta secante es igual a la derivada que nos dará el valor de la pendiente de la recta tangente.

Pérez Díaz Oliver Luis 622, ENP 9

322305287 — 2023-11-27 15:23:26 UTC

Derivative: is the value of the slope of the tangent line tangent to a curve at a point. This value will be the same for any point on the graph.

Derivada: es el valor de la pendiente de la recta tangente a una curva en un punto. Este valor es el mismo para cualquier punto de la grafica.

Martínez Pérez Valeria Mayte 622 P9

2023-11-27 15:23:40 UTC

The derivative of a function f(x) is denoted as f(x) or df/dx

Villalobos Suárez Francisco Javier 622 P9 (español)

2023-11-27 15:24:14 UTC

La derivada es el valor de la pendiente de la recta tangente a una curva en un punto

The derivative

2023-11-27 15:24:24 UTC

It can be interpreted as the slope of the graph of the function or, more precisely, as the slope of the tangent line at a point.

Martínez Pérez Valeria Mayte 622 P9

2023-11-27 15:24:46 UTC

Isaac Newton, English mathematician and physicist, formulated his ideas about differential calculus in the 1660s. He used the method of “fluxions” to describe instantaneous change and developed the fundamental theorem of calculus.

La derivada - The Derivative Viveros Gutiérrez Christian Emilio 622 Prepa9

2023-11-27 15:24:50 UTC

La derivada es un concepto fundamental en cálculo que representa la tasa de cambio instantánea de una función en relación con su variable independiente. Es decir que describe cómo cambia una función en un punto específico.

The derivative si a fundamental concept in calculus that represents the instantaneous rate of change of a function relative to its independent variable. In other words, ir describes how a function changes at specific point

Gutierrez Ximena 622 P9

2023-11-27 15:25:08 UTC

It is the rate of change of a function whit respect to a variable.

Mejía García Anahí p9

2023-11-27 15:25:19 UTC

Es una medida de la rapidez con la que cambia el valor de dicha función según cambie el valor de su variable independiente, la cual va a estar determinada por la función

lim h-> 0 = f(x+h) - f(x)/h en donde se sustituirá según la función dada y el valor de x requerido

The derivative

2023-11-27 15:25:42 UTC

It is the limit of the ratio of the change in a function to the corresponding change in its independent variable as the latter change approaches zero

Ramírez Rodríguez Io Sinai

2023-11-27 15:25:54 UTC

The derivative is computed using limits, expressing the change in the function's value relative to a change in the independent variable, as the change approaches zero

Prepa 9

Martínez Pérez Valeria Mayte 622 P9

2023-11-27 15:26:58 UTC

The derivative, according to Newton, was intended to describe the instantaneous change or rate of change of one magnitude in relation to another.

Ramírez Rodríguez Io Sinai

2023-11-27 15:29:03 UTC

It gives the rate of change at a specific point rather than over an interval.

Derivatives have numerous applications in various fields like physics, economics, engineering, and more

The derivative

2023-11-27 15:29:10 UTC

It's the slope of the tangent line to a curve at a particular point on the curve. Since a curve represents a function, its derivative can also be thought of as the rate of change of the corresponding function at the given point. Derivatives are computed using differentiation.

Ramírez Ramos María Fernanda

Prepa 9