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Then the ratio of the illuminances at the centre to that at the edge of the table is (a) [1 + (Edda Caps Lefty"EdithDaySHEglantineEight TrackEireEire Cn BIEire ExEire HoEire ThEire WdEire Hollow Lefty"Eire Extreme Lefty"Eklektic-NormalEklektic-Normal ThEklektic-Normal Cn ITEklektic-Normal ExEklektic-Normal ItalicEklektic-Normal-LightElectrik CnElectrik WdElectrik ExElectrik HollowElectrik ItalicElephantElGar BoldElGar CnElGar Ex BoldElGar WdElizabeth CnElizabeth WdElizabeth Ex ItalicElizabethElizabeth Extreme Lefty"Electrik"Elwood Lefty"Elwood ItalicElwoodElwood Cn ItalicElwood ExElwood ThElwood WdElzevier-CapsEmGravesSHEngelEinsteinSHEngravers MTEngraverEngraver-Light CnEngraver-Light Ex BIEngraver-Light ItalicEngraver-LightEnyaEnviro Caps Lefty"Enviro"Eras-UltraBlk-HeavyEras-BoldEras-Medium-MediumEras-NormalEras-Black-SemiBoldEras-Bold ThinEras-Bold HolllowEras-Bold ItalicEras-Light-LightEras-Light-Light WdEras-Light-Light ItalicEras-Medium-Medium Cn BIEras-Medium-Medium Wd 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A tunnel has a circular cross-section. An electric bulb L is fixed at the highest point as shown in fig. The illuminances produced by the bulb at points A and B are in the ratio  (a) 1 : 2 (b) 2 : 1 (c) 1 : 2 (d) 2 : 1 2. An isotropic point source of light is suspended at a height h vertically above the centre of a circular table of radius r. Then the ratio of the illuminances at the centre to that at the edge of the table is (a) [1 + (RGalliard BTSwis721 Th BT"Futura XBlkIt BT"Shotgun BTRZurich Lt BT"Futura XBlkCn BT"Futura XBlkCnIt BT"Zurich Ex BT"Zurich UBlkEx BT"Zurich LtCn BT"Zurich Cn BT"CopprplGoth BT"CopprplGoth Hv BT"ShelleyAllegro BTBLydian Csv BTBZurich XCn BTHarquilHarquil ExHarquil HollowHarrington ItalicHarrington CnHarrington Wd"Nuptial BTBGeometr231 Lt BT"Geometr231 BT"Geometr231 Hv BT"TubularTxtTypoUpright BTBUniversalMath1 BTUmbrellaUnicornUnivers Condensed"Univers"UpperWestSideUSABlackUSALightVisualUIVogueVAG RoundRWaltHarringtonSHWesHollidaySHWestminsterRWhimsy TT"WoggleWP Greek CenturyDAdobe Compatibility CMSAdobe Compatibility CMSPageMaker 5.0 RGBDAdobe Compatibility CMS Adobe Compatibility CMSPageMaker 5.0 CMYKHeatherHeaveneticaBoxedHelena BoldHelium SFHelenaHelvetica"Helvetica Narrow"HenryPatrickSHHerald~KundliHiroshige ATTQTHelvetCndHobo"HolyMolyHigh Tower TextHumanst521 BT"Humanst531 UBlk BT"Humnst777 Lt BT"Humnst777 BT"HumstSlab712 BTIglesiaImprint MT ShadowRInformal RomanBInkaBod Large HollowInkwell Down Left"IrelandISOCP2ISOCP3ISOCPISOCPEUR"ISOCT2ISOCT3ISOCTISOCTEUR1ItalicItalicCItalicTBlackadder ITCREdwardian Script ITCBKristen ITCBJagranJesterJokermanRRwMMQQM--------$Q:=TQ--------8 # #OOSSOOMMNPTY_ gjc]XTRQQSO goy'/JugendxJuiceJumbalaya BoldJumbleJuniper"Juniper-NormalKabel Bk BT"Kabel Ult BT"KarlKhayyamSHKashmirKaufmannKeirn"KauflinnRKingsrowThinKino MTRKis BTKN-KURTISRKN-TTNandiRKNONIL-BOLDKNONIL-LIGHTKoala WdKoalaKochRoman WdKochRomanKoch Roman Leftie"Kruti Dev 040 WideKruti Dev 010Kundli EnglishKunstler ScriptBKunstlerschreibschDMedBLainieDaySHLucida ArrowsLatin-WideLucida BlackletterLucida BrightLucida CalligraphyBLEHN001LEHN002"Rabbit boldRabbit ExRabbit HollowRage ItalicBRage Italic LETRaleig=r2/h2)] (b) [1 + (h2/r2)] (c) [1 + (r2/h2]3/2 (d) [1 + (h2/r2)]3/2 3. An electric bulb illuminates a plane surface. The intensity of illumination on the surface at a point 2 m away from the bulb is 510-4 phot (lumens/cm2). The line joining the bulb to the point makes an angle of 60 with the normal to the surface. The intensity of the bulb in candle power is (CPMT 82, IIT 80) (a) 403 (b) 40 (c) 20 (d) 4010-4 4. A ray of light is incident on a parallel sided glass slab at a point A as shown in the fig., and undergoes partial reflection and refraction. At each reflection 25% of the incident energy is reflected. The ray AB and A'B' interfere. The ratio of maximum and minimum intensities in the interference is  (a) 7 : 1 (b) 4 : 1 (c) 49 : 1 (d) 16 : 1 5. The time taken to prepares a print using a light source of 60 W at 25 cm is 5 s. If the distance is increased to 40 cm. the time taken to prepare a similar print will be (CPMT 82) (a) 16 s (b) 12.8 s (c) 3.1 s (d) 1 s 6. A beam of monochromatic light enters from vacuum into a medium of refractive index n. The ratio of the wavelengths of the incident and refracted waves is (a) n : 1 (b) 1 : n (c) n2 : 1 (d) 1 : n2 7. In a Young's experiment, two coherent sources are placed 0.9 mm apart and the fringes are observed 1.0 m away. If the second dark fringe is at a distance of 1 mm from the central fringe, the wavelength of the light used is (a) 6010-10 cm (b) 1010-4 cm (c) 1010-5 cm (d) 610-5 cm 8. Two waves originating from sources S1 and S2 having zero phase difference and common wavelength l will show completely destructive interference at a point P if S1P - S2P is (a) 5l (b) 3l/4 (c) 2l (d) 11l/2 9. A ray of light is incident on the surface of a glass plate at an angle of incidence equal to Brewster's angle f. If represents the refractive index of glass with respect to air, then the angle between reflected and refracted rays is (CPMT 89) (a) 90 + f (b) sin-1 (cosf) (c) 90 (d) 90-sin-1(sinf/) 10. Light of wavelength 6328 is incident normally on a slit having a width of 0.2 mm. The distance of the screen from the slit is 0.9 m. The angular width of the central maximum is (MP PMT 87) (a) 0.09 degrees (b) 0.72 degrees (c) 0.18 degrees (d)0.36 degrees 11. Aperture of the human eye is 2 mm. Assuming the mean wavelength of light to be 5000, the angular resolution limit of the eye is nearly (a) 2 minutes (b) 1 minute (c) 0.5 minute (d) 1.5 minutes 12. Lights of wavelengths l1 = 4500 and l2 = 6000 are sent through a double slit arrangement simultaneously. Then (a) no interference pattern will be formed (b) the third bright fringe of l1 will coincide with the fourth bright fringe l2. (c) the third bright fringe of l2 will coincide with fourth bright fringe of l1. (d) the fringes of wavelength l1 will be wider than the fringes of wavelength l2 13. In Young's interference experiment with one source and two slits, one slit is covered with a cellophane sheet which absorbs half the intensity. 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The Young's double-slit experiment is performed with blue light and green light of wavelengths 4360 and 5460 respectively. If X is the distance of 4th maximum from the central one, then (CPMT 85) (a) X (blue) = X (green) (b) X(blue) < X (green) (c) X (blue) > X(green) (d)  15. The phenomenon of interference is shown by (a) longitudinal mechanical waves only (b) transverse mechanical waves only (c) non-mechanical transverse waves only (d) all the above types of waves 16. Colours of thin films are due to (CPMT 72, 83) (a) dispersion of light (b) interference of light (c) absorption of light (d) scattering of light 17. In the Young's double-slit experiment, intensity ratio between bright and dark fringes as 9. This implies that (IIT 82) (a) the intensities at the screen due to the two slits are 5 units and 4 units respectively. 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# # #jjffjjllllhhhgfjGMMdSubhead 1U(xKdddxGMMdSubhead 2 VCK VTest (Optics) Time : 50 min. m.m. : 75 =========================================================================== Note : 1. Every right answer having (+3) marks and every wrong answer having (-1) mark. 2. Try these questions for one week and for answers, give your request on feed back page (in this site). We will send the answers within 3 days, on your E-mail I.D. ===========================================================================! 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A boy stands straight in front of a mirror at a distance of 30 cm from it. He sees his erect image whose height is 1/5 of his real height. The mirror he is using is (MP PMT 93) (a) plane (b) convex (c) concave (d) plano-concave 19. A person can see objects only at distances greater than 40 cm. He is advised to use lens of power (a) +2.5 D (b) +1.5D (c) -2.5 D (d) -6.25 D 20. A light wave enters from air into a medium of refractive index 1.5. The speed of light in the medium will be (CPMT 93) (a) 2108 m/s (b) 4.5108 m/s (c) 3108 m/s (d) (330/1.5) m/s 21. Two thin lenses of powers 2D and 3D are placed in contact. An object is placed at a distance of 30 cm from the combination. The distance in cm of the image from the combination is (a) 30 (b) 40 (c) 50 (d) 60 22. The graph shows that variation of magnification |m| produce by a convex lens with the real image distance |v|. The focal length of the lens is  (a) b/c (b) c/b (c) b (d) ab/c 23. An astronomical telescope has an angular magnification of magnitude 5 for distant objects. The separation between the objective and the eyepiece is 36 cm and the final image is formed at infinity. The focal length fo of the objective and fe of the eye piece are (IIT 89) (a) fo = 45 cm and fe = -9 cm (b) fo = 50 cm and fe = 10 cm (c) fo = 7.2 cm and fe = 5 cm (d) fo = 30 cm and fe = 6 cm 24. The focal length of a convex lens is f and the distance of an object from the principal focus is x. The ratio of the size of the real image to the size of the object is (a) f/x (b) x/f (c)  (d)  25. A convex lens of glass has power P in air. 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