Two sound sources are moving in opposite directions with velocities `v_1` and `v_2(v_1gtv_2)`. Both are moving away from a stationary observer. The frequency of both the sources is 900 Hz. What is the value of `v_1-v_2` so that the beat frequency observed by the observer is 6 Hz? Speed of sound `v=300(m)/(s)`. Given that `v_1` and `v_2ltltltv`.

Two sound sources are moving in opposite directions with velocities v_(1) and v_(2) ( v_(1) gt v_(2)) . Both are moving away from a stationary observer. The frequency of both the sources is 900 Hz. What is the value of v_(1) - v_(2) so that the beat frequency aboserved by the observer is 6 Hz. speed of sound v= 300 m/s given ,that v_(1) and v_(2) lt lt v

two sound sources are moving in oppostive directions with velocities v_(1) and v_(2) ( v_(1) gt v_(2)) . Both are moving away from a stationary observer. The frequency of both the sources is 900 Hz. What is the value of v_(1) - v_(2) so that the beat frequency aboserved by the observer is 6 Hz. speed of sound v= 300 m/s given ,that v_(1) and v_(2) lt lt v

Two sources of sound are moving in opposite directions with velocities V_(1) and V_(2)(V_(1) gt V_(2)) . Both are moving away from a stationary observer. The frequency of both the source is 1700Hz. What is the value of (V_(1)-V_(2)) so that the beat frequency observed by the observer is 10Hz. V_("sound")=340m//s and assume that V_(1) and V_(2) both are very much less than V_("sound") .

Two sources of sound are moving in opposite directions with velocities V_(1) and V_(2)(V_(1) gt V_(2)) . Both are moving away from a stationary observer. The frequency of both the source is 1700Hz. What is the value of (V_(1)-V_(2)) so that the beat frequency observed by the observer is 10Hz. V_("sound")=340m//s and assume that V_(1) and V_(2) both are very much less than V_("sound") .

Two sound sources are moving away from a stationary observer in opposite direction with velocities V_1 and V_2(V_1gtV_2) . The frequency of both the sources is 900 Hz. V_1 and V_2 are both quite less than speed of sound, V=300(m)/(s) . Find the value of (V_1-V_2) so that beat frequency observed by observer is 9 Hz. (in m/s).

Two sound sources are moving away from a stationary observer in opposite direction with velocities V_1 and V_2(V_1gtV_2) . The frequency of both the sources is 900 Hz. V_1 and V_2 are both quite less than speed of sound, V=300(m)/(s) . Find the value of (V_1-V_2) so that beat frequency observed by observer is 9 Hz. (in m/s).

A source of sound is moving away from an observer at rest with a velocity of 50 m s^(-1) . If the frequency of sound is 200 Hz , find the apparent frequency observed by the observer. (Take velocity of sound = 300 m s^(-1))

A source of sound is travelling towards a stationary observer. The frequency of sound heard by the observer is 25% more that the actual frequency. If the speed of sound is v, that of the source is

A source of sound is travelling towards a stationary observer. The frequency of sound heard by the observer is 25% more that the actual frequency. If the speed of sound is v, that of the source is

A source of sound is travelling towards a stationary observer. The frequency of sound heard by the observer is 25 % more than the actual frequency. If the speed of sound is v , that of the source is