What happens to the frequency of a vibration if you increase the force constant quizlet?

The frequency increases as the spring constant increases. It turns out that the frequency of oscillation depends on the square root of the ratio of the spring constant to mass: f=(k/m)−−−−−√/2π, where f is the frequency. A stiffer spring constant causes the frequency to increase.

What happens to the frequency of a wave if you increase the wavelength keeping the velocity of the wave constant group of answer choices?

What happens to the frequency of the wave if you increase the wavelength, keeping the velocity of the wave constant? It decreases.

What happens to wavelength IF frequency remains the same?

If frequency is constant, wavelength will get longer as speed increases.

How does the frequency of oscillation depend on the value of the mass?

How does the frequency depend on the amplitude of oscillation? The frequency is independent of the amplitude.

What do you expect to observe if you replace the spring with a stiffer one?

Stiffer spring would not result in cars being much closer to the ground. The greater the stiffness in the spring, the greater the force constant, which will result in an increased restoring force. This restoring force is directly proportional to the spring constant given that F=-kx.

Does increasing the period of an oscillator increases the frequency of its oscillation?

Increasing the period of an oscillator increases the frequency of its oscillation. A simple harmonic oscillator reaches its maximum speed at which point in its motion? The more rigid (or less compressible) the medium, the faster the speed of sound.

How does changing the frequency affect the wave speed?

The data convincingly show that wave frequency does not affect wave speed. An increase in wave frequency caused a decrease in wavelength while the wave speed remained constant.

What happens to the frequency if the wavelength is increased but the wave speed is same?

If speed = frequency * wavelength. That means speed is directly proportional to frequency. When frequency increases, speed increases and vice versa.

Does the frequency appear to depend on the mass used?

As you can see the restoring force constant i.e. the spring constant does not depend on mass and hence the resulting motion Does depend on mass. Hence the natural frequency Does not depend on mass.

How will the frequency of a spring mass system change if the mass of the object attached to the spring is quadrupled?

The frequency will remain the same. Question 12 How will the frequency of a spring mass system change if the mass of the object attached to the spring is quadrupled? The frequency will be quadrupled.