25.03.2013 Views

TEST SERIES FOR AIPMT (HALF SYLLABUS) - Career Point

TEST SERIES FOR AIPMT (HALF SYLLABUS) - Career Point

TEST SERIES FOR AIPMT (HALF SYLLABUS) - Career Point

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

Q.38 Four independent waves are expressed as:<br />

(i) y1 = a1 sin ωt (ii) y2 = a2 sin 2ωt<br />

(iii) y3 = a3 cos ωt (iv) y4 = a4 sin (ωt + π/3)<br />

The interference is possible between:<br />

(1) (i) and (ii) (2) (i) and (iv)<br />

(3) (iii) and (iv) (4) Not possible at all<br />

Q.39 Interference proves:<br />

(1) transverse nature of a wave<br />

(2) longitudinal nature of a wave<br />

(3) wave-nature<br />

(4) particle-nature<br />

Q.40 In Young's double slit interference experimebnt if<br />

the distance between the slits is made 3-fold, the<br />

fringe width becomes:<br />

(1) (1/3)-fold (2) 3-fold<br />

(3) (1/9)-fold (4) 9-fold<br />

Q.41 As intensity of incident light increases<br />

(1) photoelectric current increase<br />

(2) K.E. of emitted photoelectron increases<br />

(3) photo electric current decreases<br />

(4) K.E. of emitted photoelectrons decreases<br />

Q.42 According to Einstein's photoelectric equation, the<br />

plot of the kinetic energy of the emitted photo<br />

electrons from a metal Vs the frequency of the<br />

incident radiation gives an straight line whose slope<br />

(1) depends both on the intensity of the radiation<br />

and the metal used<br />

(2) depends on the intensity of the radiation<br />

(3) depends on the nature of the metal used<br />

(4) is the same for the all metals and independent of<br />

the intensity of the radiation<br />

Q.43 The velocity of a body of rest mass m0 is<br />

3<br />

c<br />

2<br />

(Where c is the velocity of light in vacuum). The<br />

mass of this body is:<br />

⎛<br />

(1) ⎜<br />

⎝<br />

3 ⎞<br />

⎟m0<br />

2 ⎟<br />

⎠<br />

⎛ 1 ⎞<br />

(2) ⎜ ⎟m0<br />

⎝ 2 ⎠<br />

(3) 3m0 (4) 2m0<br />

Q.38 pkj Lora=k rjaxs bl izdkj ls iznf'kZr dh xbZ gS:<br />

(i) y1 = a1 sin ωt (ii) y2 = a2 sin 2ωt<br />

(iii) y3 = a3 cos ωt (iv) y4 = a4 sin (ωt + π/3)<br />

O;frdj.k fdlds e/; laHko gS&<br />

(1) (i) o (ii) (2) (i) o (iv)<br />

(3) (iii) o (iv) (4) laHko ugha gS<br />

Q.39 O;frdj.k fl) djrk gS&<br />

(1) rjax dh vuqizLFk izd`fr<br />

(2) rjax dh vuqnS/;Z izd`fr<br />

(3) rjax izd`fr<br />

(4) d.k izd`fr<br />

Q.40 ;ax f}fLyV O;frdj.k iz;ksx esa ;fn fLyVksa ds e/;<br />

dh nwjh 3-xquh dj nh tk;s] rks fÝUt pkSM+kbZ gks<br />

tk;sxh&<br />

(1) (1/3)-xquk (2) 3-xquk<br />

(3) (1/9)-xquk (4) 9-xquk<br />

Q.41 vkifrr izdk'k dh rhozrk c

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!