Go healthy with green
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Green India,Clean India
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The document wishes the best of luck to all players competing in the 2010 Commonwealth Games. It is from St. Simran Public School located in Indri, expressing support for the athletes ahead of the sporting event. In 3 sentences, the summary captures the key details that the message is about the Commonwealth Games, it is wishing luck to the players, and it is coming from a school in Indri.
Go green2 live
We are connected to our environment and it is connected to us, as we both rely on each other for survival. If we want to survive on this planet and live happily, we must take care of our environment by going green. Going green means living in harmony with the environment to ensure both it and we can continue to thrive.
Apresentação de Negócios i9 life
Faça parte da melhor Empresa de Negócios, veja a apresentação e faça parte desse negócio. G.Para se cadastrar acesse: https://painel.i9life.com.br/guimartinsrj
Drawingpresn.
La Unión Europea ha anunciado nuevas sanciones contra Rusia por su invasión de Ucrania. Las sanciones incluyen prohibiciones de viaje y congelamiento de activos para más funcionarios rusos, así como restricciones a las importaciones de productos rusos de acero y tecnología. Los líderes de la UE esperan que estas medidas adicionales aumenten la presión sobre Rusia para poner fin a su guerra contra Ucrania.
Clean india
Clean India...Green India promotes a pollution-free India by encouraging people to not cut down trees and reduce pollution, as trees provide peace and are helpful, while pollution has no place in life or India.
Recommended
Care with
The document wishes the best of luck to all players competing in the 2010 Commonwealth Games. It is from St. Simran Public School located in Indri, expressing support for the athletes ahead of the sporting event. In 3 sentences, the summary captures the key details that the message is about the Commonwealth Games, it is wishing luck to the players, and it is coming from a school in Indri.
Go green2 live
We are connected to our environment and it is connected to us, as we both rely on each other for survival. If we want to survive on this planet and live happily, we must take care of our environment by going green. Going green means living in harmony with the environment to ensure both it and we can continue to thrive.
Apresentação de Negócios i9 life
Faça parte da melhor Empresa de Negócios, veja a apresentação e faça parte desse negócio. G.Para se cadastrar acesse: https://painel.i9life.com.br/guimartinsrj
Drawingpresn.
La Unión Europea ha anunciado nuevas sanciones contra Rusia por su invasión de Ucrania. Las sanciones incluyen prohibiciones de viaje y congelamiento de activos para más funcionarios rusos, así como restricciones a las importaciones de productos rusos de acero y tecnología. Los líderes de la UE esperan que estas medidas adicionales aumenten la presión sobre Rusia para poner fin a su guerra contra Ucrania.
Clean india
Clean India...Green India promotes a pollution-free India by encouraging people to not cut down trees and reduce pollution, as trees provide peace and are helpful, while pollution has no place in life or India.
Maxpilates
This document provides contact information and class descriptions for Cristina Max's pilates studio located in Raleigh, North Carolina. It lists Cristina Max's name, address, website, phone number and then describes four different pilates exercises - Back Rowing on Reformer, Teaser on the chair, Snake on Reformer, and Snake on the chair - that are offered at her Raleigh studio Max Pilates.
ICDE2013勉強会 Session 19: Social Media II
The document summarizes a research paper on detecting stable and temporal topics from social media data using a unified mixture model. It proposes a model that distinguishes temporal topics, which are discussed intensely for a short period related to real-world events, from stable topics, which are regularly discussed interests. The model mixes user and temporal features to determine topic type, with stable topics dependent on users and temporal topics dependent on time. An EM algorithm is used to estimate model parameters and maximize the log-likelihood of detecting both topic types from a user-time-associated document collection.
Haiti - Camp-in-a-Box
1) A group of 40 people from Camp-In-A-Box went on a mission trip to Haiti in 2010 to help rebuild homes and provide aid to orphanages after the 2010 earthquake.
2) The group set up a camp on a mountain and held activities for local children, including a photo scavenger hunt and talent show.
3) During their time in Haiti, the group helped deliver a woman in labor, provided medical aid, and said emotional goodbyes as their trip came to an end.
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The document discusses Bloom's Taxonomy, which is a classification of learning objectives into different levels of complexity and specificity. It was created by Benjamin Bloom in 1955 to categorize educational goals and objectives. The taxonomy contains three domains: cognitive, affective, and psychomotor. Within the cognitive domain are knowledge, comprehension, application, analysis, synthesis and evaluation. Each level builds on the previous ones as the cognitive process becomes more complex. The document provides examples of verbs to describe each level of cognitive learning. It also discusses the affective and psychomotor domains and provides guidance on how to incorporate Bloom's Taxonomy into teaching practices.
Ch 7 tutoring notes quadratics
The document discusses transformations of quadratic functions in vertex form f(x) = a(x-h)2 + k. It explains how changing the coefficients a, h, and k affects the graph of the quadratic function. Specifically, it states that changing a widens or narrows the graph, changing h shifts the graph left or right, and changing k shifts the graph up or down. It also provides examples of writing equations for quadratic functions based on given graphs and finding the vertex of a quadratic function in standard form.
2017 Seminario Fisiología Cardiovascular. HUC UCV.
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Class of 2000 Ten Year Reunion
The document summarizes a 10 year high school reunion for the Class of 2000. It provides updates on where former classmates are now, including their families, careers and locations. It imagines how classmates have changed or stayed the same. It concludes by thanking everyone for attending and looking forward to the next reunion in 2025.
Toilet cleaner
An unemployed man is offered a janitor position at Microsoft but is denied the job when he tells the HR chief he does not have an email address. Struggling with only $10 left, he decides to buy and sell strawberries door-to-door, doubling his money each time. Through hard work and expanding his business over 5 years, he builds one of the largest food chains in the US. He is reminded that without an email at the start, he could have been cleaning toilets at Microsoft instead of becoming a millionaire businessman.
Solving quadratic equations
The document discusses various methods for solving quadratic equations: factoring, using square roots, and completing the square. It provides examples of using each method to solve equations as well as word problems involving quadratic equations. Factoring involves writing the quadratic as a product of two binomials and setting each factor equal to 0. Using square roots involves taking the square root of both sides of the equation to isolate the variable. Completing the square rewrites the equation by adding or subtracting terms to put it in the form (x+a)2=b and then taking the square root of both sides.
Daniel Duwa's Sentiments of a Brush
The document discusses the growth of art collecting in Kenya over the last 10 years. It notes that while Kenya is not typically known for its art collectors, the number of both galleries and local collectors has increased. The document also explores different types of art that are popular in Kenya, such as portraits of wild animals and landscapes. It examines the challenges of identifying authentic pieces versus reproductions in the art market as well.
Lions, Tigers & Friends: Legal Issues in the Social Media Sandbox! Francine W...
Social Media Attorney, Francine Ward, discusses several landmines when it comes to social media in a corporate environment. She discusses having and enforcing a social media policy, copyright law, and a variety of other topics that all corporations should avoid and be mindful of when it comes to their presence (and employees presence) online.
Logarithms and exponents solve equations
This document provides instructions and examples for solving various types of logarithmic and exponential equations. It explains how to change between logarithmic and exponential forms, use the change of base formula, make the bases the same, use properties of logarithms and exponents, and solve compound interest problems using the appropriate formulas. Examples are provided for each type of problem to demonstrate the steps to take.
Logarithms
This document discusses one-to-one functions and logarithmic functions. It defines one-to-one functions as those where each element of the domain corresponds to exactly one element in the range. It provides examples of functions that are and aren't one-to-one. The document also discusses inverse functions and how the inverse of an exponential function is a logarithmic function. It provides examples of evaluating logarithms and using properties of exponents and logarithms to simplify expressions.
My Blooms Taxonomy
The document discusses Bloom's Taxonomy, which categorizes different levels of learning. It presents the three domains of cognitive, affective, and psychomotor learning. Within the cognitive domain are knowledge, comprehension, application, analysis, synthesis, and evaluation. These levels progress from basic recall and understanding to more complex analysis, evaluation, and creation of new ideas. The document provides examples of verbs associated with each level of learning and suggests how instructors can incorporate the different taxonomy levels into their teaching practices.
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This document provides contact information and class descriptions for Cristina Max's pilates studio located in Raleigh, North Carolina. It lists Cristina Max's name, address, website, phone number and then describes four different pilates exercises - Back Rowing on Reformer, Teaser on the chair, Snake on Reformer, and Snake on the chair - that are offered at her Raleigh studio Max Pilates.
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The document summarizes a research paper on detecting stable and temporal topics from social media data using a unified mixture model. It proposes a model that distinguishes temporal topics, which are discussed intensely for a short period related to real-world events, from stable topics, which are regularly discussed interests. The model mixes user and temporal features to determine topic type, with stable topics dependent on users and temporal topics dependent on time. An EM algorithm is used to estimate model parameters and maximize the log-likelihood of detecting both topic types from a user-time-associated document collection.
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1) A group of 40 people from Camp-In-A-Box went on a mission trip to Haiti in 2010 to help rebuild homes and provide aid to orphanages after the 2010 earthquake.
2) The group set up a camp on a mountain and held activities for local children, including a photo scavenger hunt and talent show.
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My Blooms Taxonomy
The document discusses Bloom's Taxonomy, which is a classification of learning objectives into different levels of complexity and specificity. It was created by Benjamin Bloom in 1955 to categorize educational goals and objectives. The taxonomy contains three domains: cognitive, affective, and psychomotor. Within the cognitive domain are knowledge, comprehension, application, analysis, synthesis and evaluation. Each level builds on the previous ones as the cognitive process becomes more complex. The document provides examples of verbs to describe each level of cognitive learning. It also discusses the affective and psychomotor domains and provides guidance on how to incorporate Bloom's Taxonomy into teaching practices.
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The document discusses transformations of quadratic functions in vertex form f(x) = a(x-h)2 + k. It explains how changing the coefficients a, h, and k affects the graph of the quadratic function. Specifically, it states that changing a widens or narrows the graph, changing h shifts the graph left or right, and changing k shifts the graph up or down. It also provides examples of writing equations for quadratic functions based on given graphs and finding the vertex of a quadratic function in standard form.
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This document summarizes training services offered by an organization for industry professionals. It provides details on standard and customized training programs in CAD, CAE, and engineering domains, as well as communicational and leadership skills. The organization has experienced faculty and domain experts, conducts training at their premises or client locations, and has partnerships to offer ASME certified programs. It also lists some client companies and certified engineers that were placed in industry.
Class of 2000 Ten Year Reunion
The document summarizes a 10 year high school reunion for the Class of 2000. It provides updates on where former classmates are now, including their families, careers and locations. It imagines how classmates have changed or stayed the same. It concludes by thanking everyone for attending and looking forward to the next reunion in 2025.
Toilet cleaner
An unemployed man is offered a janitor position at Microsoft but is denied the job when he tells the HR chief he does not have an email address. Struggling with only $10 left, he decides to buy and sell strawberries door-to-door, doubling his money each time. Through hard work and expanding his business over 5 years, he builds one of the largest food chains in the US. He is reminded that without an email at the start, he could have been cleaning toilets at Microsoft instead of becoming a millionaire businessman.
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Logarithms and exponents solve equations
This document provides instructions and examples for solving various types of logarithmic and exponential equations. It explains how to change between logarithmic and exponential forms, use the change of base formula, make the bases the same, use properties of logarithms and exponents, and solve compound interest problems using the appropriate formulas. Examples are provided for each type of problem to demonstrate the steps to take.
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This document discusses one-to-one functions and logarithmic functions. It defines one-to-one functions as those where each element of the domain corresponds to exactly one element in the range. It provides examples of functions that are and aren't one-to-one. The document also discusses inverse functions and how the inverse of an exponential function is a logarithmic function. It provides examples of evaluating logarithms and using properties of exponents and logarithms to simplify expressions.
My Blooms Taxonomy
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