[Steps Shown] Coordinate computation application x_B=x_A+D • sin A z y_B=y_A+D • cos A z Derive: (∂ x_B)/(partial D), (∂ x_B)/(partial
Question: Coordinate computation application
\(x_{B}=x_{A}+D \cdot \sin A z\) \(y_{B}=y_{A}+D \cdot \cos A z\)
Derive:
\(\frac{\partial x_{B}}{\partial D}, \quad \frac{\partial x_{B}}{\partial A z}\) \(\frac{\partial y_{B}}{\partial D}\) \(\frac{\partial y_{B}}{\partial A z}\)
Deliverable: Word Document 
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