Esquema resumen de los aspectos más relevantes tratados en las relaciones de problemas de la asignatura de Bioestadística (primer parcial) de los grados en Medicina y Fisioterapia de la UnEx. visita nuestra web: www.kaliumacademia.com
This document discusses faster algorithms for polynomial multiplication via discrete Fourier transforms (DFTs). It summarizes the history of polynomial multiplication algorithms, including approaches with complexity O(n^1.585), O(n log n log log n), and O(n log n). The document proposes a framework for analyzing polynomial multiplication algorithms based on attaching roots of unity via algebraic field extensions and performing DFTs and IDFTs over the extensions. This approach relates the complexity to properties of the degree function of the base field. Fields with degree functions growing slowly allow faster algorithms, while fields like the rationals require different approaches due to a lower complexity bound of Ω(n log n log log n).
The document is the outline for a lecture on Poisson processes. It begins with reviewing the exponential distribution and introducing counting processes. It then defines the Poisson process as a counting process with three key properties: 1) the number of events in any time interval has a Poisson distribution, 2) the process has independent increments, and 3) the probability of one event is small compared to the time interval. It further discusses the interarrival and waiting times between events for a Poisson process. Finally, it presents two properties about multiple Poisson processes.
Exponential functions change addition into multiplication. Different bases for exponentials produce different functions but they share similar characteristics. One base--a number we call e--is an especially good one.
Exponential functions change addition into multiplication. Different bases for exponentials produce different functions but they share similar characteristics. One base--a number we call e--is an especially good one.
This document summarizes a research paper that uses system dynamics modeling to analyze the processes of compound interest and discounting over time. Some key points:
- It develops stock-flow models to represent the accumulation and subtraction of money value through interest and discounting in both discrete and continuous time.
- The models allow exploring how different frequencies of capitalization/decapitalization periods (m) and time steps (h) impact the effective interest and discount rates.
- Testing shows the rates vary with m and h, even when the nominal rate is held constant, highlighting the importance of the composition of sub-periods.
- A more generic model is proposed that incorporates goal-seeking, integrates/dis
The document is a worksheet with 12 geometry problems involving reflections across lines. For each problem, students are asked to find the coordinates of vertices for a figure after a given reflection across the x-axis, y-axis, x = 2, or y = -1. Various letters are used to label the original and reflected vertices.
This document summarizes various tests that can be used to determine if an infinite series converges or diverges, including:
1) The divergence test, integral test, p-series test, comparison test, limit comparison test, alternating series test, and ratio test.
2) It also discusses power series, including determining the radius of convergence and using Taylor series approximations with Taylor's inequality to estimate the remainder term.
3) Key concepts are that convergence tests check if partial sums approach a limit, while divergence tests examine the behavior of individual terms, and that power series have a radius of convergence determining the interval on which they converge.
A Classification Problem of Credit Risk Rating Investigated and Solved by Opt...SSA KPI
AACIMP 2010 Summer School lecture by Gerhard Wilhelm Weber. "Applied Mathematics" stream. "Modern Operational Research and Its Mathematical Methods with a Focus on Financial Mathematics" course. Part 7.
More info at http://summerschool.ssa.org.ua
This document discusses faster algorithms for polynomial multiplication via discrete Fourier transforms (DFTs). It summarizes the history of polynomial multiplication algorithms, including approaches with complexity O(n^1.585), O(n log n log log n), and O(n log n). The document proposes a framework for analyzing polynomial multiplication algorithms based on attaching roots of unity via algebraic field extensions and performing DFTs and IDFTs over the extensions. This approach relates the complexity to properties of the degree function of the base field. Fields with degree functions growing slowly allow faster algorithms, while fields like the rationals require different approaches due to a lower complexity bound of Ω(n log n log log n).
The document is the outline for a lecture on Poisson processes. It begins with reviewing the exponential distribution and introducing counting processes. It then defines the Poisson process as a counting process with three key properties: 1) the number of events in any time interval has a Poisson distribution, 2) the process has independent increments, and 3) the probability of one event is small compared to the time interval. It further discusses the interarrival and waiting times between events for a Poisson process. Finally, it presents two properties about multiple Poisson processes.
Exponential functions change addition into multiplication. Different bases for exponentials produce different functions but they share similar characteristics. One base--a number we call e--is an especially good one.
Exponential functions change addition into multiplication. Different bases for exponentials produce different functions but they share similar characteristics. One base--a number we call e--is an especially good one.
This document summarizes a research paper that uses system dynamics modeling to analyze the processes of compound interest and discounting over time. Some key points:
- It develops stock-flow models to represent the accumulation and subtraction of money value through interest and discounting in both discrete and continuous time.
- The models allow exploring how different frequencies of capitalization/decapitalization periods (m) and time steps (h) impact the effective interest and discount rates.
- Testing shows the rates vary with m and h, even when the nominal rate is held constant, highlighting the importance of the composition of sub-periods.
- A more generic model is proposed that incorporates goal-seeking, integrates/dis
The document is a worksheet with 12 geometry problems involving reflections across lines. For each problem, students are asked to find the coordinates of vertices for a figure after a given reflection across the x-axis, y-axis, x = 2, or y = -1. Various letters are used to label the original and reflected vertices.
This document summarizes various tests that can be used to determine if an infinite series converges or diverges, including:
1) The divergence test, integral test, p-series test, comparison test, limit comparison test, alternating series test, and ratio test.
2) It also discusses power series, including determining the radius of convergence and using Taylor series approximations with Taylor's inequality to estimate the remainder term.
3) Key concepts are that convergence tests check if partial sums approach a limit, while divergence tests examine the behavior of individual terms, and that power series have a radius of convergence determining the interval on which they converge.
A Classification Problem of Credit Risk Rating Investigated and Solved by Opt...SSA KPI
AACIMP 2010 Summer School lecture by Gerhard Wilhelm Weber. "Applied Mathematics" stream. "Modern Operational Research and Its Mathematical Methods with a Focus on Financial Mathematics" course. Part 7.
More info at http://summerschool.ssa.org.ua
1) A parabola is the locus of a point whose distance from a fixed point (focus) is equal to its distance from a fixed line (directrix).
2) The standard form equations of a parabola are y2 = 4ax for a vertical axis parabola and x2 = 4ay for a horizontal axis parabola.
3) To sketch a parabola, one must identify the vertex, focus, and direction of opening based on the standard or non-standard form equation and draw the parabolic shape.
This algorithm solves the assignment problem for rectangular matrices by finding an optimal one-to-one matching between rows and columns that minimizes the total cost. It begins by preprocessing the matrix to subtract the minimum value from each row and column. It then performs the Hungarian algorithm, labeling matched and unmatched rows and columns, to find the optimal assignment. The time complexity is O(n^3) for an n by n matrix.
Naskah Murid Modul 2 Graph Of Functions IiZURAIDA ADAM
This document contains instructions and questions for a mathematics module exam on graphing functions. It includes 36 multiple choice questions testing students' understanding of graphing linear, quadratic, cubic and other types of functions. Students are instructed to write their personal details and answer all questions by shading the corresponding answers on the answer sheet provided.
Naskah Murid Modul 3 Transformation IiiZURAIDA ADAM
This document is a mathematics exam on transformations consisting of 35 multiple choice questions. It provides instructions for students on how to fill out the answer sheet and contains content asking students to identify different types of transformations such as rotations, reflections, translations, and enlargements based on diagrams of objects and their images.
Implementing QoS Solutions for H.323 Video Conferencing over IPVideoguy
This document discusses implementing Quality of Service (QoS) solutions for H.323 video conferencing over IP networks. It begins by outlining the prerequisites for understanding H.323 protocols and components. It then provides background on H.323 and characterizes video conference traffic. The document describes how to plan network capacity and determine per-call bandwidth needs. It recommends classifying and prioritizing traffic using DiffServ codes and queues like Low Latency Queueing (LLQ). Sample configurations are provided to shape traffic and interwork H.323 terminals with QoS.
The document discusses life skills and their importance for adolescent development. It defines life skills as abilities that promote mental well-being and competence, including decision making, problem solving, effective communication, and coping with stress. The document outlines various life skills and explains how teaching these skills can help prevent health issues by influencing knowledge, attitudes, and behaviors. It advocates for teaching life skills through interactive methods to help adolescents develop into balanced, responsible adults.
This document discusses the relationship between various factors related to organizational behavior. It notes that organizational commitment is influenced by both job satisfaction and personal characteristics. Job satisfaction is impacted by both intrinsic and extrinsic work factors. Personal characteristics like age, education level, and tenure also impact organizational commitment. The relationships between these different factors are complex with multiple influences in both directions.
Numerical conformal mapping of an irregular areaTarun Gehlot
This document describes numerical conformal mapping techniques for mapping irregular areas onto regular shapes like rectangles. It discusses forward and backward mapping between orthogonal coordinate systems. It also describes using the boundary element method to formulate mappings. Finally, it provides examples of mapping irregular shapes and generating grids for computational fluid dynamics applications.
The document is a lecture note from an NYU Calculus I class covering the definite integral. It provides announcements about upcoming quizzes and exams. The content discusses computing definite integrals using Riemann sums and the limit of Riemann sums, as well as properties of the definite integral. Examples are given of calculating Riemann sums using different representative points in each interval.
This document provides an overview of exponential functions including:
- Definitions of exponential functions for positive integer, rational, and irrational exponents. Conventions are established to define exponents for all real number bases and exponents.
- Properties of exponential functions including that they are continuous functions with domain of all real numbers and range from 0 to infinity. Properties involving addition, subtraction, multiplication, and division of exponents are proven.
- Examples are provided to demonstrate simplifying expressions using properties of exponents, including fractional exponents.
1. The document discusses complex shifting relationships between concepts represented by strings of symbols.
2. Various symbols are combined in shifting patterns, with relationships changing as new symbols are added or removed.
3. It is difficult to discern clear meaning or conclusions from the document as it appears to be exploring abstract conceptual relationships through unconventional symbol manipulation.
1) The Savage-Dickey ratio provides a specific representation of the Bayes factor by using only the posterior distribution under the alternative hypothesis at the null value.
2) Verdinelli and Wasserman (1995) proposed a generalization of the Savage-Dickey ratio that avoids a "void" constraint in the prior.
3) The paper demonstrates that the Savage-Dickey ratio is a generic representation of the Bayes factor that relies on specific measure-theoretic versions of the densities, rather than imposing a mathematically void constraint on the prior. It clarifies the measure-theoretic foundations of both the Savage-Dickey ratio and its generalization by
The document discusses quantum numbers which describe the specific properties of an electron in an atom. The principal quantum number n defines the shell and subshell of the electron. The angular momentum quantum number l defines the subshell type (s, p, d, f etc). The magnetic quantum number ml indicates the specific orbital within a subshell that the electron occupies.
Recent developments in control, power electronics and renewable energy by Dr ...Qing-Chang Zhong
The document provides an overview of Qing-Chang Zhong's research activities in control theory and engineering. It outlines his work in areas such as robust control, time-delay systems, process control, and applying infinite-dimensional systems theory to time-delay systems. It also lists publications, research projects solved, teaching responsibilities, funding sources, and future research plans.
This document provides notes and formulae on additional mathematics for Form 5. It covers topics such as progressions, integration, vectors, trigonometric functions, and probability. For progressions, it defines arithmetic and geometric progressions and gives the formulas for calculating the nth term and sum of terms. For integration, it provides rules and formulas for integrating polynomials, trigonometric functions, and expressions with ax+b. It also defines vectors and their operations including vector addition and subtraction. Other sections cover trigonometric functions, their definitions, relationships and graphs, as well as probability topics such as calculating probabilities of events and distributions like the binomial.
Trigonometry defines relationships between sides and angles of right triangles using trigonometric functions like sine, cosine, and tangent. Logarithms describe the relationship between exponents and bases, where logab means a to the power of b. Both concepts have numerous identities that allow for simplification and problem solving, such as the Pythagorean theorem, sum and difference of angle formulas, and properties of logarithms like logab(mn)=logab(m)+logab(n).
This document introduces information theory and channel capacity models. It discusses several channel models including the binary symmetric channel (BSC), binary erasure channel, and additive white Gaussian noise channel. It explains how channel capacity is defined as the maximum rate of error-free transmission and derives the capacity for some basic channels. The document also covers channel coding techniques like interleaving that can improve performance by converting burst errors into random errors.
The document discusses key concepts in seismology including:
1. Snell's law is generalized for spherical earth models using ray parameters.
2. The ray equation relates the change in ray geometry to variations in seismic velocity.
3. Radius of curvature is determined by velocity gradients and ray parameters.
4. Amplitude is affected by geometrical spreading and focusing/defocusing of rays due to velocity variations.
5. Tau-p analysis represents seismic travel times through intercept time curves as a function of ray parameter.
Este documento proporciona información sobre la estructura y calificación de las pruebas de acceso a la universidad de química, criterios de corrección, consejos útiles, contenidos del examen, y un examen resuelto de muestra. Incluye detalles sobre los temas que pueden aparecer en el examen y la proporción de preguntas de cada tema, así como definiciones clave, fórmulas y conceptos importantes de química.
Aniversario del Sistema Periódico de los ElementosKALIUM academia
El 6 de marzo de 1869 Dimitri Mendeléiev presentó ante la Sociedad Química de Rusia la primera versión del sistema periódico actual como parte de su obra cumbre Principios de Química...
1) A parabola is the locus of a point whose distance from a fixed point (focus) is equal to its distance from a fixed line (directrix).
2) The standard form equations of a parabola are y2 = 4ax for a vertical axis parabola and x2 = 4ay for a horizontal axis parabola.
3) To sketch a parabola, one must identify the vertex, focus, and direction of opening based on the standard or non-standard form equation and draw the parabolic shape.
This algorithm solves the assignment problem for rectangular matrices by finding an optimal one-to-one matching between rows and columns that minimizes the total cost. It begins by preprocessing the matrix to subtract the minimum value from each row and column. It then performs the Hungarian algorithm, labeling matched and unmatched rows and columns, to find the optimal assignment. The time complexity is O(n^3) for an n by n matrix.
Naskah Murid Modul 2 Graph Of Functions IiZURAIDA ADAM
This document contains instructions and questions for a mathematics module exam on graphing functions. It includes 36 multiple choice questions testing students' understanding of graphing linear, quadratic, cubic and other types of functions. Students are instructed to write their personal details and answer all questions by shading the corresponding answers on the answer sheet provided.
Naskah Murid Modul 3 Transformation IiiZURAIDA ADAM
This document is a mathematics exam on transformations consisting of 35 multiple choice questions. It provides instructions for students on how to fill out the answer sheet and contains content asking students to identify different types of transformations such as rotations, reflections, translations, and enlargements based on diagrams of objects and their images.
Implementing QoS Solutions for H.323 Video Conferencing over IPVideoguy
This document discusses implementing Quality of Service (QoS) solutions for H.323 video conferencing over IP networks. It begins by outlining the prerequisites for understanding H.323 protocols and components. It then provides background on H.323 and characterizes video conference traffic. The document describes how to plan network capacity and determine per-call bandwidth needs. It recommends classifying and prioritizing traffic using DiffServ codes and queues like Low Latency Queueing (LLQ). Sample configurations are provided to shape traffic and interwork H.323 terminals with QoS.
The document discusses life skills and their importance for adolescent development. It defines life skills as abilities that promote mental well-being and competence, including decision making, problem solving, effective communication, and coping with stress. The document outlines various life skills and explains how teaching these skills can help prevent health issues by influencing knowledge, attitudes, and behaviors. It advocates for teaching life skills through interactive methods to help adolescents develop into balanced, responsible adults.
This document discusses the relationship between various factors related to organizational behavior. It notes that organizational commitment is influenced by both job satisfaction and personal characteristics. Job satisfaction is impacted by both intrinsic and extrinsic work factors. Personal characteristics like age, education level, and tenure also impact organizational commitment. The relationships between these different factors are complex with multiple influences in both directions.
Numerical conformal mapping of an irregular areaTarun Gehlot
This document describes numerical conformal mapping techniques for mapping irregular areas onto regular shapes like rectangles. It discusses forward and backward mapping between orthogonal coordinate systems. It also describes using the boundary element method to formulate mappings. Finally, it provides examples of mapping irregular shapes and generating grids for computational fluid dynamics applications.
The document is a lecture note from an NYU Calculus I class covering the definite integral. It provides announcements about upcoming quizzes and exams. The content discusses computing definite integrals using Riemann sums and the limit of Riemann sums, as well as properties of the definite integral. Examples are given of calculating Riemann sums using different representative points in each interval.
This document provides an overview of exponential functions including:
- Definitions of exponential functions for positive integer, rational, and irrational exponents. Conventions are established to define exponents for all real number bases and exponents.
- Properties of exponential functions including that they are continuous functions with domain of all real numbers and range from 0 to infinity. Properties involving addition, subtraction, multiplication, and division of exponents are proven.
- Examples are provided to demonstrate simplifying expressions using properties of exponents, including fractional exponents.
1. The document discusses complex shifting relationships between concepts represented by strings of symbols.
2. Various symbols are combined in shifting patterns, with relationships changing as new symbols are added or removed.
3. It is difficult to discern clear meaning or conclusions from the document as it appears to be exploring abstract conceptual relationships through unconventional symbol manipulation.
1) The Savage-Dickey ratio provides a specific representation of the Bayes factor by using only the posterior distribution under the alternative hypothesis at the null value.
2) Verdinelli and Wasserman (1995) proposed a generalization of the Savage-Dickey ratio that avoids a "void" constraint in the prior.
3) The paper demonstrates that the Savage-Dickey ratio is a generic representation of the Bayes factor that relies on specific measure-theoretic versions of the densities, rather than imposing a mathematically void constraint on the prior. It clarifies the measure-theoretic foundations of both the Savage-Dickey ratio and its generalization by
The document discusses quantum numbers which describe the specific properties of an electron in an atom. The principal quantum number n defines the shell and subshell of the electron. The angular momentum quantum number l defines the subshell type (s, p, d, f etc). The magnetic quantum number ml indicates the specific orbital within a subshell that the electron occupies.
Recent developments in control, power electronics and renewable energy by Dr ...Qing-Chang Zhong
The document provides an overview of Qing-Chang Zhong's research activities in control theory and engineering. It outlines his work in areas such as robust control, time-delay systems, process control, and applying infinite-dimensional systems theory to time-delay systems. It also lists publications, research projects solved, teaching responsibilities, funding sources, and future research plans.
This document provides notes and formulae on additional mathematics for Form 5. It covers topics such as progressions, integration, vectors, trigonometric functions, and probability. For progressions, it defines arithmetic and geometric progressions and gives the formulas for calculating the nth term and sum of terms. For integration, it provides rules and formulas for integrating polynomials, trigonometric functions, and expressions with ax+b. It also defines vectors and their operations including vector addition and subtraction. Other sections cover trigonometric functions, their definitions, relationships and graphs, as well as probability topics such as calculating probabilities of events and distributions like the binomial.
Trigonometry defines relationships between sides and angles of right triangles using trigonometric functions like sine, cosine, and tangent. Logarithms describe the relationship between exponents and bases, where logab means a to the power of b. Both concepts have numerous identities that allow for simplification and problem solving, such as the Pythagorean theorem, sum and difference of angle formulas, and properties of logarithms like logab(mn)=logab(m)+logab(n).
This document introduces information theory and channel capacity models. It discusses several channel models including the binary symmetric channel (BSC), binary erasure channel, and additive white Gaussian noise channel. It explains how channel capacity is defined as the maximum rate of error-free transmission and derives the capacity for some basic channels. The document also covers channel coding techniques like interleaving that can improve performance by converting burst errors into random errors.
The document discusses key concepts in seismology including:
1. Snell's law is generalized for spherical earth models using ray parameters.
2. The ray equation relates the change in ray geometry to variations in seismic velocity.
3. Radius of curvature is determined by velocity gradients and ray parameters.
4. Amplitude is affected by geometrical spreading and focusing/defocusing of rays due to velocity variations.
5. Tau-p analysis represents seismic travel times through intercept time curves as a function of ray parameter.
Este documento proporciona información sobre la estructura y calificación de las pruebas de acceso a la universidad de química, criterios de corrección, consejos útiles, contenidos del examen, y un examen resuelto de muestra. Incluye detalles sobre los temas que pueden aparecer en el examen y la proporción de preguntas de cada tema, así como definiciones clave, fórmulas y conceptos importantes de química.
Aniversario del Sistema Periódico de los ElementosKALIUM academia
El 6 de marzo de 1869 Dimitri Mendeléiev presentó ante la Sociedad Química de Rusia la primera versión del sistema periódico actual como parte de su obra cumbre Principios de Química...
Oposiciones Secundaria Extremadura 2015 (preparación)KALIUM academia
El documento describe un experimento en el que se coloca un vaso con agua destilada dentro de otro vaso con agua salada. Ambos vasos son cónicos y están llenos hasta la cuarta parte de su altura. Al colocar el vaso de agua destilada dentro del de agua salada, el nivel del agua salada sube hasta 23/52 de la altura total del vaso mayor, sin que se produzca desbordamiento.
Oposiciones Secundaria Extremadura 2015 (preparación)KALIUM academia
El documento describe un problema de cinemática que ocurrió en Francia en 1794, cuando se adoptó el tiempo decimal. Un coche de caballos partió de Loon-Plage a la 1 pm y recorrió 36 km hasta Veurne, Bélgica, observando el cochero que al llegar el reloj marcaba exactamente una hora menos. Si la velocidad media del viaje fue de 72 km/h, ¿a qué hora comenzó el viaje? La solución es que el viaje comenzó a las 7 pm en hora francesa.
Oposiciones Secundaria Extremadura 2015 (preparación)KALIUM academia
El documento describe un problema de cinemática sobre un coche que acelera en una carretera recta. El coche parte del reposo con una aceleración inicial de 0,1 m/s2 que aumenta a razón de 0,02 m/s3. Se pide calcular la distancia recorrida por el coche cuando alcanza una velocidad de 72 km/h. La solución dada es de 293,3 m.
MANUAL PARA EL EXAMEN DE LA LICENCIA DE ARMAS pdfKALIUM academia
La legislación actual exige la superación de una prueba de capacitación para obtener las licencias de armas D, E y F. Este manual, basado en dichas leyes desarrolla los contenidos exigibles en la prueba teórica a través de una explicación concisa, acompañada de figuras explicativas y del cuestionario oficial, y da indicaciones para la superación de la prueba práctica.
Todo ello con el afán de servir como texto de referencia para cualquier persona, haya tenido o no contacto previo con el mundo de las armas de caza, y siendo el resultado del método de estudio del autor en la preparación de su propio examen.
Este documento presenta los criterios de evaluación y contenidos de la asignatura de Matemáticas Aplicadas a las Ciencias Sociales II. Se valorará positivamente la correcta justificación y interpretación de los conceptos matemáticos. La prueba constará de tres problemas de álgebra, análisis y probabilidad/estadística. Los contenidos incluyen operaciones con matrices, cálculo de derivadas, probabilidad condicionada y estimación estadística. Se ofrecen también consejos para la resolución de problemas y fórmulas de cálculo
Oposiciones Secundaria: Física y Química (Cinemática, nivel: II)KALIUM academia
El documento presenta un problema de cinemática sobre un lanzamiento oblicuo desde la superficie terrestre. Se proporciona que la partícula pasa por una altura de 95,1 cm cuando está a √3 m del punto de lanzamiento y a una altura de 5,10 m cuando la distancia horizontal es de √300 m. Se pide determinar la velocidad inicial y el ángulo de elevación, cuya solución es v0=20 m/s y α=30°.
Oposiciones Secundaria: Física y Química (Gravitación, nivel: II)KALIUM academia
El documento presenta un ejercicio de física sobre la gravedad. En él, se pide calcular la velocidad de un planeta en su afelio y su velocidad orbital media alrededor de una estrella, dado que la velocidad en el perihelio es de 102 km/s y la distancia en el afelio es triple que en el perihelio. La solución proporcionada es que la velocidad en el afelio es de 34 km/s y la velocidad orbital media es de 51 km/s.
Oposiciones Secundaria: Física y Química (Estequiometría nivel I)KALIUM academia
La hoja de ejercicios describe una reacción química donde 120g de caliza al 90% de riqueza reacciona con 500mL de disolución de ácido sulfúrico, resultando en una pérdida de masa de 11g. Se pide calcular la concentración del ácido sulfúrico dados los datos provistos sobre masas molares. La solución es que la concentración del ácido sulfúrico es de 0,5 mol/L.
Introducción a la Ingeniería Química: problema 18KALIUM academia
El documento presenta un problema de balances de materia sin reacción en un proceso de evaporación y cristalización. Se alimenta un evaporador con 10000 kg/h de una disolución al 20% de sólido. La disolución concentrada al 50% se lleva a un cristalizador donde se extraen 2083 kg/h de sal húmeda al 96% de sólido. La disolución saturada al 0.6 kg de sólido/kg de agua se recircula en 7666 kg/h incorporándose a la corriente de alimentación.
Oposiciones Secundaria: Física y Química. Problemas de dinámica (nivel ··)KALIUM academia
La bolita está confinada en la cara cóncava de una cápsula semiesférica girando a 240 rpm. Dado que el rozamiento es despreciable, la bolita se encontrará a 1,50 metros del vértice de la cápsula, medidos sobre su superficie, debido a la fuerza centrífuga ejercida por la rotación.
A review of the growth of the Israel Genealogy Research Association Database Collection for the last 12 months. Our collection is now passed the 3 million mark and still growing. See which archives have contributed the most. See the different types of records we have, and which years have had records added. You can also see what we have for the future.
Walmart Business+ and Spark Good for Nonprofits.pdfTechSoup
"Learn about all the ways Walmart supports nonprofit organizations.
You will hear from Liz Willett, the Head of Nonprofits, and hear about what Walmart is doing to help nonprofits, including Walmart Business and Spark Good. Walmart Business+ is a new offer for nonprofits that offers discounts and also streamlines nonprofits order and expense tracking, saving time and money.
The webinar may also give some examples on how nonprofits can best leverage Walmart Business+.
The event will cover the following::
Walmart Business + (https://business.walmart.com/plus) is a new shopping experience for nonprofits, schools, and local business customers that connects an exclusive online shopping experience to stores. Benefits include free delivery and shipping, a 'Spend Analytics” feature, special discounts, deals and tax-exempt shopping.
Special TechSoup offer for a free 180 days membership, and up to $150 in discounts on eligible orders.
Spark Good (walmart.com/sparkgood) is a charitable platform that enables nonprofits to receive donations directly from customers and associates.
Answers about how you can do more with Walmart!"
This document provides an overview of wound healing, its functions, stages, mechanisms, factors affecting it, and complications.
A wound is a break in the integrity of the skin or tissues, which may be associated with disruption of the structure and function.
Healing is the body’s response to injury in an attempt to restore normal structure and functions.
Healing can occur in two ways: Regeneration and Repair
There are 4 phases of wound healing: hemostasis, inflammation, proliferation, and remodeling. This document also describes the mechanism of wound healing. Factors that affect healing include infection, uncontrolled diabetes, poor nutrition, age, anemia, the presence of foreign bodies, etc.
Complications of wound healing like infection, hyperpigmentation of scar, contractures, and keloid formation.
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This slide is special for master students (MIBS & MIFB) in UUM. Also useful for readers who are interested in the topic of contemporary Islamic banking.
LAND USE LAND COVER AND NDVI OF MIRZAPUR DISTRICT, UPRAHUL
This Dissertation explores the particular circumstances of Mirzapur, a region located in the
core of India. Mirzapur, with its varied terrains and abundant biodiversity, offers an optimal
environment for investigating the changes in vegetation cover dynamics. Our study utilizes
advanced technologies such as GIS (Geographic Information Systems) and Remote sensing to
analyze the transformations that have taken place over the course of a decade.
The complex relationship between human activities and the environment has been the focus
of extensive research and worry. As the global community grapples with swift urbanization,
population expansion, and economic progress, the effects on natural ecosystems are becoming
more evident. A crucial element of this impact is the alteration of vegetation cover, which plays a
significant role in maintaining the ecological equilibrium of our planet.Land serves as the foundation for all human activities and provides the necessary materials for
these activities. As the most crucial natural resource, its utilization by humans results in different
'Land uses,' which are determined by both human activities and the physical characteristics of the
land.
The utilization of land is impacted by human needs and environmental factors. In countries
like India, rapid population growth and the emphasis on extensive resource exploitation can lead
to significant land degradation, adversely affecting the region's land cover.
Therefore, human intervention has significantly influenced land use patterns over many
centuries, evolving its structure over time and space. In the present era, these changes have
accelerated due to factors such as agriculture and urbanization. Information regarding land use and
cover is essential for various planning and management tasks related to the Earth's surface,
providing crucial environmental data for scientific, resource management, policy purposes, and
diverse human activities.
Accurate understanding of land use and cover is imperative for the development planning
of any area. Consequently, a wide range of professionals, including earth system scientists, land
and water managers, and urban planners, are interested in obtaining data on land use and cover
changes, conversion trends, and other related patterns. The spatial dimensions of land use and
cover support policymakers and scientists in making well-informed decisions, as alterations in
these patterns indicate shifts in economic and social conditions. Monitoring such changes with the
help of Advanced technologies like Remote Sensing and Geographic Information Systems is
crucial for coordinated efforts across different administrative levels. Advanced technologies like
Remote Sensing and Geographic Information Systems
9
Changes in vegetation cover refer to variations in the distribution, composition, and overall
structure of plant communities across different temporal and spatial scales. These changes can
occur natural.
How to Make a Field Mandatory in Odoo 17Celine George
In Odoo, making a field required can be done through both Python code and XML views. When you set the required attribute to True in Python code, it makes the field required across all views where it's used. Conversely, when you set the required attribute in XML views, it makes the field required only in the context of that particular view.
it describes the bony anatomy including the femoral head , acetabulum, labrum . also discusses the capsule , ligaments . muscle that act on the hip joint and the range of motion are outlined. factors affecting hip joint stability and weight transmission through the joint are summarized.
Pengantar Penggunaan Flutter - Dart programming language1.pptx
Bioestadística 1er parcial
1. BIOESTADÍSTICA (1er parcial)
Valores típicos
MEDIA VARIANZA DESV. ESTÁNDAR COEF. DE VARIACIÓN
n n
x i x i x
2
s s2
s
CV% ·100
x i 1
s
2 i 1
x
n n 1
Probabilidad
»: Unión (o) …: Intersección (y) Õ: Contenido en…
nº casos favorables
Definición de Laplace: P
nº casos posibles
P 1 P 0 P A B P A P B P A B P A C 1 P A
P A B
Probabilidad condicionada: P A B ; P A B P A B ·PB PB A·P A
P B
Independencia de sucesos: P A B P A·PB ; P A B P A
n
Probabilidad total: P ( B) P B Ai ·P Ai
i 1
PB Ak PB Ak ·P Ak
Teorema de Bayes: P Ak B n
n
PB A PB A ·P A
i 1
i
i 1
i i
Aplicación al diagnóstico clínico: (E = enfermo; T = test positivo)
PREVALENCIA: P (E )
SENSIBILIDAD PROB. FALSO NEGATIVO
P T E + PTC E =1
ESPECIFICIDAD PROB. FALSO POSITIVO
P T C EC + P T E C =1
VALOR PREDICTIVO POSITIVO VALOR PREDICTIVO NEGATIVO
P E T P EC T C
Distribución binomial B (n,p)
n : número de experimentos
n k : número de éxitos n n!
P( x k ) · p k ·q nk
k
k k!·(n k )!
p : probabilidad de éxito en un experimento
q 1 - p : probabilidad de fracaso en un experimento
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2. BIOESTADÍSTICA (1er parcial)
Distribución normal N (m,s2)
Si Z~ N (0,1)
P ( Z Z ) (tabla)
-∞ 0 +Zα +∞
= - P( Z Z ) 1 P( Z Z )
-∞ 0 +Zα +∞ -∞ 0 +∞ -∞ 0 +Zα +∞
= - P( Z Z ) 1 P( Z Z )
-∞ -Zα 0 +∞ -∞ 0 +∞ -∞ 0 +Zα +∞
= P( Z Z ) P( Z Z )
-∞ -Zα 0 +∞ -∞ 0 +Zα +∞
= - P ( Z 1 Z Z 2 ) P ( Z Z 2 ) P Z Z 1
-∞ Z1 0 Z2 +∞ -∞ 0 Z2 +∞ -∞ Z1 0 +∞
x
Si X~ N ( , 2 ) , entonces ~ N (0,1) (tipificación)
X
P ( X X ) P Z
Distribuciones muestrales
Si X~ N ( , 2 ) , entonces X n ~ N ( ,
2
) y así:
n
X
P ( X X ) P Z
n
Aproximación de la binomial por la normal
Bn, p npq5 N np, npq
Corrección por continuidad:
B (n,p) N (np, npq)
P( X k ) ï P( X k 1 )
2
P( X k ) ï P( X k 1 )
2
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