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A tunning fork produces 4 beats/s both with 50 and 40 cm of a stretched wire of sonometer. The frequency of fork is : |
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Answer» 36 Hz Then `v.= ((V)/(V - U_(s)) )` V `rArr 1000 = ((350)/(350 - 50)) v rArr v = (1000 xx 300 )/(350 )` When the source is moving away from the OBSERVER then ` v.. = ((V)/(V + U_(s)) ) ` V ` rArr"" v.. = ((350)/(350 + 50) ) xx (1000 xx 300)/(350)` v.. = 750 Hz correct choice is (d). ` v_(2) = (1)/(2l_(2) sqrt((T)/(m))` `therefore (v_(1))/(v_(2)) = (l_(2))/(l_(1)) = (40)/(50) = (4)/(5) " " rArr ""V_(1) = (4)/(5) v_(2)` LET the unknonw frequency of TUNNING fork = v `therefore "" v- v_(1) = 4 ` `v_(2) - v = 4 ` Adding `"" v_(2) - v_(1)= 8 ` `v_(2) - (4)/(5) v_(2)= 8 ` `(1)/(5) v_(2) = 8"" rArr v_(2) = 40` Hz. `therefore "" 40 -v =4"" rArr "" v = 36 ` Hz. Hence the correct choice is (a) . |
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