Solution: Projectile Motion In Exercises 11 and 12, the parametric equations for the
Chapter 13, Problem 12(choose chapter or problem)
In Exercises 11 and 12, the parametric equations for the paths of two projectiles are given. At what rate is the distance between the two objects changing at the given value of t?
\(x_{1}=48 \sqrt{2} t, y_{1}=48 \sqrt{2} t-16 t^{2}\) First object
\(x_{2}=48 \sqrt{3} t, y_{2}=48 t-16 t^{2}\) Second object
t = 1
Text Transcription:
x_1 = 48 sqrt{2} t, y_1 = 48 sqrt{2} t - 16t^2
x_2 = 48 sqrt{3} t, y_2 = 48t - 16t^2
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