Hello! if it's possible to please explain how you got 1-4 For 3. Explain the steps.

For 4. PLEASE use a REAL WORLD scenario

This module builds on the differentiation techniques from previous modules and now covers applications of derivatives. You will examine related rates in volume, area, and other applications. The module will also introduce you to linear approximations, differentials, extrema, and The Mean Value Theorem.

Suppose a coin is launched from an initial height of 6,880 feet and that the equation (e.g., h(t) = -16t" + 528t + 6880), models the height at time t seconds. Create your own function based on the scenario above and address the following: 1. Draw a graph or figure to represent this situation. 2. Describe how the concepts from this module can be applied in this case. 3. What is the value of when the instantaneous velocity is equal to the average velocity of the coin? 4. Provide another example of a scenario that involves the same concept