Respuesta :
Answer:
1. Higher
2. Higher.
3. Lower.
4. The frequency is the same as the source.
5. Lower
Part B
1. Lower
2. Same
3. Higher
Explanation:
To explain this let's use the general equation for the observed frequency for doppler effect
f = fs×(V + Vo)/(V + Vs)
f = observed frequency
fs = frequency of source
V = velocity of sound in the medium (air)
Vs = velocity of the sound source
Vo = velocity of observer
Guide rules to use the equation above:
When observer is moving towards the source Vo is positve but negative when observer is moving away from the source
When source is moving towards the observer Vs is negative but poistive when source is moving away from the observer.
Part A
1. In this case Vo is positive and the numerator in the equation increases. Therefore the frequency heard by the observer is higher
2. In this case Vs is negative as the source is moving towards the observer and the denominator decreases. This causes the fraction in the equation to be greater than one and as a result the frequency is also higher
3. In this case Vo is negative as the observer is moving away from the source and the numerator decreases. This causes the fraction in the equation to be lesser than one and as a result the frequency is lower.
4. In this case Vs and Vo are both zero and as a reult the fraction in the equation reduces to 1. Therefore frequency is the same.
5. In this case Vs positive as the observer is moving away from the source and the denominator increases. This causes the fraction in the equation to be lesser than one and as a result the frequency is lower.
Part B
1. In this case Vs is positive and Vo is negative. This results in a fraction less than 1 and as a result the frequency observed is less than 1.
2. Their speeds relative to each other is constant and as a result the frequency observed is the same as that of the source
3. There speeds relative to each other increases and observed frquency is greater.