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area, the greater is the light-gathering power The smaller the radius of curvature, the shorter is the focal length If you look at your reflection in a convex mirror, you will see the same effect that you would observe if you placed a convex lens up against a flat mirror Concave mirrors can have spherical surfaces, but the finest mirrors have surfaces that follow the contour of an idealized three-dimensional figure called a paraboloid A paraboloid results from the rotation of a parabola, such as that having the equation y x2 in rectangular coordinates, around its axis When the radius of curvature is large compared with the size of the reflecting surface, the difference between a spherical mirror and a paraboloidal mirror (more commonly called a parabolic mirror) is not noticeable to the casual observer However, it makes a big difference when the mirror is used in a telescope

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The first telescopes were developed in the 1600s and used lenses Any telescope that enlarges distant images with lenses alone is called a refracting telescope

Table 1-1

This table wasn t added by the wizard because the AdventureWorks database doesn t have a physical key representing the relationship between our starting table, Sales.SalesOrderDetail, and the Production. Product table. However, this missing relationship will provide a great opportunity for you to learn how to manually add physical keys later.

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Galileo devised a telescope consisting of a convex-lens objective and a concave-lens eyepiece His first telescope magnified the apparent diameters of distant objects by a factor of only a few times Some of his later telescopes magnified up to 30 times The Galilean refractor (Fig 17-8A) produces an erect image, that is, a right-side up view of things In addition to appearing right-side-up, images are also true in the left-to-right sense The magnification factor, defined as the number of times the angular diameters of distant objects are increased, depends on the focal length of the objective, as well as on the distance between the objective and the eyepiece Galilean refractors are still available today, mainly as novelties for terrestrial viewing Galileo s original refractors had objective lenses only 2 or 3 cm (about 1 in) across; the same is true of most Galilean telescopes found today Some of these telescopes have sliding, concentric tubes, providing variable magnification When the inner tube is pushed all the way into the

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Convert PDF to multipage TIFF in C# .NET - Tallcomponents
NET 3.0; Created: 3/10/2010; Tags: Convert PDF Images. This article shows how to convert PDF to multipage TIFF in C# using PDFRasterizer.NET 3.0.

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Color Black 1st Band 0 1 2 3 4 5 6 7 8 9 2nd Band 0 1 2 3 4 5 6 7 8 9 3rd Band 0 1 2 3 4 5 6 7 8 9 1 10 100 1 K 10 K 100 K 1 M 10 M 01 001 Multiplier

Figure 17-8 The Galilean refractor (A) uses a convex objective and a concave eyepiece The Keplerian refractor (B) has a convex objective and a convex eyepiece

outer one, the magnification factor is the lowest; when the inner tube is pulled all the way out, the magnification is highest The image remains fairly clear over the entire magnification-adjustment range These instruments are sometimes called spy glasses

Let s explore some of the options in the Data Source View Designer. By clicking on tables and columns and viewing the properties window, you can see that they all have an attribute named FriendlyName. Modifying this attribute allows the Report Builder to interpret the column and table names so that they are more useful to the end user. Figure 7.13 shows the options available by right-clicking on the Production. Product table.

Johannes Kepler s refracting telescope employed a convex-lens objective with a long focal length and a smaller convex-lens eyepiece with a short focal length Unlike the Galilean telescope, the Keplerian refractor (see Fig 17-8B) produces an inverted image; it is upside-down and backwards The distance between the objective and the eyepiece must be exactly equal to the sum of the focal lengths of the two lenses in order for the image to be clear The magnification factor depends on the ratio between the focal lengths of the objective and the eyepiece

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