User:Egm6321.f12.team4.hong/ReportFormat

Statement
Show that $$ \frac{d^2f(Y^1,t)}{dt^2}=\frac{\partial f(Y^1,t)}{\partial S}\ddot{Y^1} + \frac{\partial ^2 f(Y^1,t)}{\partial S^2}(\dot{Y^1})^2 + 2\frac{\partial ^2 f(Y^1,t)}{\partial S \partial t}\dot{Y^1} + \frac{\partial ^2 f(Y^1,t)}{\partial t^2} $$

Solution
Solution

Author and References

 * Solved and Typed by -- Seong Hyeon Hong
 * Reviewed by -- Jason Alphonso

Statement
When there are several sub questions,

1. Part 1

2. Part 2

Solution
1. Example of Picture Uploaded:

The Above figure represents the original axes and the new axes. It also shows the vector representations of the velocities at time=t and time=t+dt.

Our goal is to identify the following:

2. $$ dPy' = mV_{y'} $$

Author and References

 * Solved and Typed by -- Seong Hyeon Hong
 * Reviewed by -- Jason Alphonso


 * King et al., "Differential Equations (Linear, Nonlinear, Ordinary, Partial)", Cambridge University Press, 2003

Team Contributions

 * Seong Hyeon Hong (SH) Solved all problems.
 * Jason Alphonso (JA) Solved all problems.
 * Pushkar Mishra (PM) Solved all problems.
 * Jinchao Lu (JL) Solved all problems.
 * Che Rui (CH) Solved all problems.
 * Kaitlin Harris (KH) Solved all problems.