I am stuck doing my assignment on my phone because my laptop broke, and I am having trouble graphing with GeoGebra.

s(t) = 5cos(t) cm attseconds .

1. Using the GeoGebra tool, sketch one period of the position function fort 0.
2. Find the velocity function.
3. Using the GeoGebra tool, sketch one period of the velocity function fort 0.
4. Determine the times in the first period (or a single period) when the velocity is 0.
5. Find the acceleration function.
6. Using the GeoGebra tool, sketch one period of the acceleration function fort 0.
7. Please screenshot the graph and the inputted values on the side.

Since I am not doing the graph, can you please briefly discuss any observations you can make about the relationships between the graphs of the position, velocity, and acceleration functions. It can be all or any of the following.

1. The connections between critical points on each graph.
2. The similarities and differences among the characteristics of the three graphs (i.e. amplitude, midline, and period).
3. How fast is the edge of the board moving after 2 seconds?
4. Based on your graph, over what intervals is the edge of the diving board moving upward?

I know I'm asking for a lot, but please help