For problem 34.49 calculate how far the lens must be placed from the slide in cm if the lens has a focal length of 7.0 cm. 5 sig. figs.
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Q: 49 SSM An illuminated slide is held 44 cm from a screen. How far from the slide must a lens of focal…
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- An illuminated slide is held 44 cm from a screen. How far from the slide (between the slide and the screen) must a lens of focal length 6.4 cm be placed to form an image of the slide's picture on the screen? (Give the smaller of the two possible answers.) Number UnitsAn optometrist needs to prescribe corrective lenses for a person whose near point is q = 58.8 cm. If the patient is to see objects clearly at a distance of p = 25.0 cm, calculate the following. (Neglect the distance from the lens to the eye.) (a) focal length (in cm) of the appropriate corrective lens cm (b) power (in diopters) of the appropriate corrective lens dioptersThe person cannot see the objects beyond 15.0 cm distance from the eye. This means, the far point of the person’s eye is 15.0 cm.
- Photographs at a scale of S are required to cover an area X - mi square. The camera has a focal length and focal plane dimensions of 9 * 9in . If endlap is 60% and sidelap 30\% how many photos will be required to cover the area for the data given below? ▾ Part A S = 1/6500 ; X = 8 f = 152.4mn Express your answer as an integer.A) how far from the object should this lens be placed? B) what focal length eyepiece would give an overall magnification of -55? C) what focal length eyepiece would give an overall magnification of -100?(a) Where does an object need to be placed relative to a microscope for its 0.500-cm focal length objective to produce a magnification of -10? (Give your answer to at .least.three..decimal places.) 0.556 "How are the object and image distances related to the magnification and focal length of a lens? cm (from the objective lens) (b) Where should the 5.00-cm focal length eyepiece be placed to produce a further fourfold (4.00) magnification? cm (behind the objective lens) Additional Materials Reading