Latest IIT-JEE Aptitude Question SOLUTION: Choose the correct statement. (A) The speed of light in the meta-material is v = c|n| (B) The speed of light in the meta-material is v = | n | c (C) The speed of light in the meta-

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Previous Question: If the anti-neutrino had amass of 3eV/c2 (where c is the speed of light) instead of zeromass, what should be the range of the kinetic energy, K, of the electron ? Next Question: Which of the following statements about the instantaneous axis (passing through the centre of mass) is correct? (A) It is vertical for both the cases (a) and (b). (B) It is verticle for case (a); and is at 45° to the x-z plane and lies in the plane of the disc for case (b) (C) It is horizontal ofr case (a); and is at 45° to the x - z plane and is normal to the plane of the disc for case (b). (D) It is vertical of case (a); and is at 45° to the x - z plane and is normal to the plane of the disc for case (b).

(#M40027972) IIT-JEE question 2012 question Keep an EYE

Choose the correct statement.
(A) The speed of light in the meta-material is v = c|n|
(B) The speed of light in the meta-material is v = | n |
c
(C) The speed of light in the meta-material is v = c.
(D) The wavelength of the light in the meta-material (m) is given by m = air |n|, where air is the wavelength: Asked In IIT-JEE MAN (11 years ago); Unsolved; Is this Puzzle helpful? (0) (1) Submit Your Solution

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Previous Question: If the anti-neutrino had amass of 3eV/c2 (where c is the speed of light) instead of zeromass, what should be the range of the kinetic energy, K, of the electron ? Next Question: Which of the following statements about the instantaneous axis (passing through the centre of mass) is correct? (A) It is vertical for both the cases (a) and (b). (B) It is verticle for case (a); and is at 45° to the x-z plane and lies in the plane of the disc for case (b) (C) It is horizontal ofr case (a); and is at 45° to the x - z plane and is normal to the plane of the disc for case (b). (D) It is vertical of case (a); and is at 45° to the x - z plane and is normal to the plane of the disc for case (b).

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