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Image in a Security Mirror A convex security mirror in a warehouse has a 050-m focal length A 20-m-tall forklift is 50 m from the mirror What are the image position and image height

Draw a diagram with the mirror and the object Draw two principal rays to locate the image in the diagram Known: ho 20 m do 50 m f 050 m Unknown: di hi

a convention I use throughout this book the plural form of a name being for an array, and the singular form of the same name used for an element extracted from that array

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045 m (virtual image, behind the mirror) Use the magnification equation and solve for image height m hi

hi di ho do diho do ( 045 m)(20 m) (50 m)

018 m (upright, smaller image)

Are the units correct All positions are in meters Do the signs make sense A negative position indicates a virtual image; a positive height indicates an image that is upright These agree with the diagram

A Non-measure Member in the Slicer (Corrected) 2/2

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Next a check is made to see whether paragraphs must be indented If so, $indent will have a value greater than zero and so the str_repeat() function is used to add $indent number of non-blank spaces to the string $wrapped, which contains the wrapped text to be returned Now it s time to extract all the words in the current paragraph by using the explode() function again, but this time splitting the text up at each space The resulting list of words is placed in the array $words Then, before proceeding into processing the words, the variable $len, which monitors the length of the current line, is set to whatever value $indent has, so that the length of the first line is correctly initialized Another foreach loop is now used to iterate through the words, assigning each element in the array $words in turn to the string variable $word Then, the first action taken in the loop is to make a note of the length of the word in the variable $wlen

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Bitmap bmp = new Bitmap(dir + "code.png"); // config reader setting ReaderSettings ... QRCode ); // read all barcodes Barcode[] barcodes = BarcodeReader.

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17 An object is located 200 cm in front of a convex mirror with a 150-cm focal length Find the image position using both a scale diagram and the mirror equation 18 A convex mirror has a focal length of 130 cm A lightbulb with a diameter of 60 cm is placed 600 cm from the mirror What is the lightbulb s image position and diameter 19 A convex mirror is needed to produce an image that is three-fourths the size of an object and located 24 cm behind the mirror What focal length should be specified 20 A 76-cm-diameter ball is located 220 cm from a convex mirror with a radius of curvature of 600 cm What are the ball s image position and diameter 21 A 18-m-tall girl stands 24 m from a store s security mirror Her image appears to be 036 m tall What is the focal length of the mirror

Table 17-1

(negative)

To use the function, you would probably call it immediately after a call to PIPHP_ OpenSession(), like this:

(negative)

How do the various types of mirrors compare Table 17-1 compares the properties of single-mirror systems with objects that are located on the principal axis of the mirror Virtual images are always behind the mirror, which means that the image position is negative When the absolute value of a magnification is between zero and one, the image is smaller than the object A negative magnification means the image is inverted relative to the object Notice that the single plane mirror and convex mirror produce only virtual images, whereas the concave mirror can produce real images or virtual images Plane mirrors give simple reflections, and convex mirrors expand the field of view A concave mirror acts as a magnifier when an object is within the focal length of the mirror