For this problem use the Uniform circular motion mode of the simulation.

(a) Given the limits on the sliders in the simulation, what is the maximum possible speed that can be achieved in "Uniform circular motion" mode?
.25 m/s
For the remaining parts of this question use the following settings in "Uniform circular motion" mode. The initial angular velocity is 4.50 rad/s and the radius is 1.00 cm.
(b) What is the period of the circular motion?\

need help part b thanks!

period=2PI/angular velocity

To find the period of the circular motion, we can use the formula:

T = (2π) / ω

Where T is the period and ω is the angular velocity.

In this case, the angular velocity (ω) is given as 4.50 rad/s. Plugging this value into the formula, we get:

T = (2π) / 4.50 rad/s

Now, let's calculate the period:

T = (2π) / 4.50 rad/s
T ≈ 1.396 s

Therefore, the period of the circular motion is approximately 1.396 seconds.

To find the period of the circular motion, you need to know the formula for the period of an object in uniform circular motion. The period represents the time it takes for one complete revolution around the circle.

The formula for the period (T) in uniform circular motion is given by:

T = (2 * π * R) / V

Where:
- T is the period
- π is a mathematical constant approximately equal to 3.14
- R is the radius of the circular path
- V is the magnitude of the velocity of the object

In this case, the radius (R) is given as 1.00 cm, which is equivalent to 0.01 m. The maximum possible speed (V) in the "Uniform circular motion" mode is 0.25 m/s, as you mentioned earlier.

Thus, the calculation becomes:

T = (2 * π * 0.01 m) / 0.25 m/s

Simplifying the expression:

T = (0.02 * π) / 0.25

T = (0.02 * 3.14) / 0.25

T = 0.0628 / 0.25

T ≈ 0.2512 seconds

Therefore, the period of the circular motion is approximately 0.2512 seconds.

Ok you solved part a, good job.

But the best thing to do is to write down the given because it helps a lot especially for me.

GIVEN
AV = 4.50 rad/s
r = 1 cm

For part b question, when your taking about the period? Do you mean T = 1/f but there's no frequency and that's a different topic the one im talking about.

Do you have any equation there you can use?