A source of sonic oscillations with frequency `n=1700Hz` and a receiver are located on the same normal to a wall. Both the source and receiver are stationary, and the wall recedes from the source with velocity `u=6.0(m)/(s)`. Find the beat frequency registered by the receiver. The velocity of sound is `v=340(m)/(s)`.

A source of sonic oscillations of frequency n_(0) = 2000 Hz and a receiver are located on the same normal to a wall. Both the source and the receiver are stationary and the wall recedes from the source with a velocity u = 10 cm//s . Find the beat frequency registered by the receiver. The velocity of sound is v = 340 m//s

A source of sonic oscillations with frequency and a receiver are located on the same normal to the wall. Both the source and the receiver are stationary and the wall recedes from source with velocity u. Find the beat frequency registered by the receiver. The velocity of sound is equal to v.

A source of sound of frequency 300 Hz and a receiver are located along the same line normal to the wall as shown in the figure. Both the source and the receiver are stationary and the wall receeds from the source with velocity 20ms^-1 .If the beat frequency registered by the receiver is 240/x Hz then x is : (Assume V_("sound")=300 m/s).

A source of sound of frequency 300 Hz and a receiver are located along the same line normal to the wall as shown in the figure. Both the source and the receiver are stationary and the wall receeds from the source with velocity 20ms^-1 .If the beat frequency registered by the receiver is 240/x Hz then x is : (Assume V_("sound")=300 m/s).

A source of sonic oscillations of frequency n_(0) = 2000 Hz and a receiver are located at the same point. At the instant t = 0 the source starts receding form the receiver with constant acceleration a = 10 m s^(-2) . Find the frequency registered by the reciver at the instant t = 10 s . Velocity of sound, v = 340 m//s

A source of sonic oscillations with frequency v_(0)=1700Hz and a receiver are located at the same point. At the moment t=0 the source starts receding from the receiver with constant acceleration w=10.0m//s^(2) . Assuing the velocity of sound to be equal to v=340 m//s , find the oscillation frequency registered by the stationary receiver t=10.0s after the start of motion.

A source S of acoustic wave of the frequency v_0=1700Hz and a receiver R are located at the same point. At the instant t=0 , the source start from rest to move away from the receiver with a constant acceleration omega . The velocity of sound in air is v=340(m)/(s) . Q. If omega=10(m)/(s^2) , the apparent frequency that will be recorded by the stationary receiver at t=10s will be

A source S of acoustic wave of the frequency v_0=1700Hz and a receiver R are located at the same point. At the instant t=0 , the source start from rest to move away from the receiver with a constant acceleration omega . The velocity of sound in air is v=340(m)/(s) . Q. If omega=10(m)/(s^2) , the apparent frequency that will be recorded by the stationary receiver at t=10s will be

A source S of acoustic wave of the frequency v_0=1700Hz and a receiver R are located at the same point. At the instant t=0 , the source start from rest to move away from the receiver with a constant acceleration omega . The velocity of sound in air is v=340(m)/(s) . If omega=10(m)/(s^2) for 10s and then omega=0 for tgt10s , the apparent frequency recorded by the receiver at t=15s

A source S of acoustic wave of the frequency v_0=1700Hz and a receiver R are located at the same point. At the instant t=0 , the source start from rest to move away from the receiver with a constant acceleration omega . The velocity of sound in air is v=340(m)/(s) . If omega=10(m)/(s^2) for 10s and then omega=0 for tgt10s , the apparent frequency recorded by the receiver at t=15s