971 resultados para First Parish in Concord (Church)


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Ejercicios de aritmética para los alumnos de la etapa clave 1. Cuaderno de trabajo centrado en el cálculo y escrito específicamente para estimular en los niños el pensamiento matemático a través de una amplia gama de actividades. Su enfoque está basado en los objetivos del proyecto nacional de cálculo .

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Ejercicios de aritmética para los alumnos de la etapa clave 1. Cuaderno de trabajo centrado en el cálculo y escrito específicamente para estimular en los niños el pensamiento matemático a través de una amplia gama de actividades. Su enfoque está basado en los objetivos del proyecto nacional de cálculo .

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Juego de la vía férrea. Ejercicios de aritmética para los alumnos de la etapa clave 1. Cuaderno de trabajo centrado en el cálculo y escrito específicamente para estimular en los niños el pensamiento matemático a través de una amplia gama de actividades. Su enfoque está basado en los objetivos del proyecto nacional de cálculo.

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Recurso de matemáticas para el profesor de la fase clave 1 (Key Stage 1). Su enfoque está basado en los objetivos del proyecto nacional de cálculo. Contiene lecciones y actividades. La planificación de las lecciones está vinculada a las imágenes del cartel interactivo. Hay, también, instrucciones detalladas sobre cómo el profesor puede obtener lo mejor de su lección de aritmética ; actividades: mentales, juego estructurado, juego independiente y de razonamiento ; planificación de las lecciones, material fotocopiable y páginas de referencia.

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Este recurso contiene un folleto y dos carteles, con dieciséis fichas cada uno, con imágenes interactivas, para trabajar los conceptos matemáticos y el desarrollo de la aritmética con alumnos de cuatro a siete años. El folleto tiene ejemplos de la planificación de la lección de cada uno de los niveles 1,2 y 3. El folleto da ejemplos de actividades para toda la clase, en grupo y en trabajo individual. El libro del profesor contienen planificación de lecciones vinculadas a cada imagen interactiva para organizar las actividades de toda la clase, de un grupo o el trabajo individual. Las tareas de aritmética hacen hincapié en la enseñanza oral, en ejercicios mentales con toda la clase y la comunicación directa con los alumnos.

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Recurso que ofrece a los estudiantes de matemáticas toda la ayuda, el apoyo y la práctica necesaria para el aprendizaje y la revisión de esta asignatura. El contenido está planificado para dar cobertura a temas de matemáticas básicas. Los ejercicios y las pruebas de revisión ayudan al alumno a consolidar su conocimiento y lograr el mejor resultado.

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Folleto con las soluciones a todos los ejercicios y pruebas de revisión del recurso con el título 'First aid in mathematics'.

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An experiment was designed to test the response of growing pullets to two changes in photoperiod (an increase from 8 to 14 h followed 5 weeks later by the reverse change, or a decrease from 14 to 8 h followed by an increase). The first change was made either at 35 days or at 56 days of age, to test the influence of age on the responses observed. Control groups were kept oil constant 8-h and constant 14-h photoperiods and the responses to appropriate single changes were also tested. Mean age at first egg varied from 111 days for birds given a single increment at 56 days to 166 days for pullets given an increase in photoperiod at 35 days followed by a reduction at 70 days. Responses to the single changes confirmed earlier reports that sensitivity to change in photoperiod varies with age ill a manner that is quantitatively predictable. Responses to the double changes could be explained by Postulating that the initial change altered the 'physiological age' of the bird to all extent that was also quantitatively predictable. An early increase in photoperiod advances sexual development and makes the bird more sensitive to a subsequent decrease than would be expected by reference to its chronological age. An early decrease in photoperiod delays sexual development, which can have the effect of making the bird more or less sensitive to a subsequent increase since, ill layer-strain pullets, sensitivity to an increment in photoperiod normally increases Lip to about 9 weeks of age but decreases thereafter. Mean age at first egg predicted using these concepts was very highly correlated with observed age at first egg. The results provide a rational basis for constructing a model to predict age at first egg for any combination of increases and decreases in photoperiod applied to growing pullets.

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Perfluorodecalin (C10F18) has a range of medical uses that have led to small releases. Recently, it has been proposed as a carrier of vaccines, which could lead to significantly larger emissions. Since its emissions are controlled under the Kyoto Protocol, it is important that values for the global warming potential (GWP) are available. For a 50:50 mixture of the two isomers of perfluorodecalin, laboratory measurements, supplemented by theoretical calculations, give an integrated absorption cross-section of 3.91 x 10(-16) cm(2) molecule(-1) cm(-1) over the spectral region 0-1500 cm(-1); calculations yield a radiative efficiency of 0.56 W m(-2) ppbv(-1) and a 100-year GWP, relative to carbon dioxide, of 7200 assuming a lifetime of 1000 years. We report the first atmospheric measurements of perfluorodecalin, at Bristol, UK and Mace Head, Ireland, where volume mixing ratios are about 1.5 x 10(-15). At these concentrations, it makes a trivial contribution to climate change, but on a per molecule basis it is a potent greenhouse gas, indicating the need for careful assessment of its possible future usage. (c) 2005 Elsevier Ltd. All rights reserved.

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The distributions of times to first cell division were determined for populations of Escherichia coli stationary-phase cells inoculated onto agar media. This was accomplished by using automated analysis of digital images of individual cells growing on agar and calculation of the "box area ratio." Using approximately 300 cells per experiment, the mean time to first division and standard deviation for cells grown in liquid medium at 37 degrees C and inoculated on agar and incubated at 20 degrees C were determined as 3.0 h and 0.7 h, respectively. Distributions were observed to tail toward the higher values, but no definitive model distribution was identified. Both preinoculation stress by heating cultures at 50 degrees C and postinoculation stress by growth in the presence of higher concentrations of NaCl increased mean times to first division. Both stresses also resulted in an increase in the spread of the distributions that was proportional to the mean division time, the coefficient of variation being constant at approximately 0.2 in all cases. The "relative division time," which is the time to first division for individual cells expressed in terms of the cell size doubling time, was used as measure of the "work to be done" to prepare for cell division. Relative division times were greater for heat-stressed cells than for those growing under osmotic stress.

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Evolutionary processes play a central role in the development, progression and response to treatment of cancers. The current challenge facing researchers is to harness evolutionary theory to further our understanding of the clinical progression of cancers. Central to this endeavour will be the development of experimental systems and approaches by which theories of cancer evolution can be effectively tested. We argue here that the experimental evolution approach – whereby evolution is observed in real time and which has typically employed microorganisms – can be usefully applied to cancer. This approach allows us to disentangle the ecological causes of natural selection, identify the genetic basis of evolutionary changes and determine their repeatability. Cell cultures used in cancer research share many of the desirable traits that make microorganisms ideal for studying evolution. As such, experimental cancer evolution is feasible and likely to give great insight into the selective pressures driving the evolution of clinically destructive cancer traits. We highlight three areas of evolutionary theory with importance to cancer biology that are amenable to experimental evolution: drug resistance, social evolution and resource competition. Understanding the diversity, persistence and evolution of cancers is vital for treatment and drug development, and an experimental evolution approach could provide strategic directions and focus for future research.