Andy and Donald are both running toward the soccer ball during a game. Andy's path is represented by the parametric equations z (t) = 24+t, y(t) = 8+ t, where t is on the interval [0,50] and tis measured in tenths of seconds. Donald's path is represented by the parametric equations x (t) = 12+t, y(t)=5+ t, where t is on the interval [0,50] and tis measured in tenths of seconds. Do the boys collide? If so, when do they collide? O Andy and Donald do not collide. O Andy and Donald collide at 4.8 seconds. O Andy and Donald collide at 2.4 seconds. O Andy and Donald collide at 3.6 seconds.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section6.6: Parametric Equations
Problem 2ECP
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Andy and Donald are both running toward the soccer ball during a game.
Andy's path is represented by the parametric equations x (t) = 24+t, y(t)=8+ t, where t is on the interval [0, 50] and tis
measured in tenths of seconds.
Donald's path is represented by the parametric equations x (t) = 12+t, y(t)=5+ t, where t is on the interval [0,50] and tis
measured in tenths of seconds.
Do the boys collide? If so, when do they collide?
O Andy and Donald do not collide.
O Andy and Donald collide at 4.8 seconds.
O Andy and Donald collide at 2.4 seconds.
O Andy and Donald collide at 3.6 seconds.
Transcribed Image Text:Andy and Donald are both running toward the soccer ball during a game. Andy's path is represented by the parametric equations x (t) = 24+t, y(t)=8+ t, where t is on the interval [0, 50] and tis measured in tenths of seconds. Donald's path is represented by the parametric equations x (t) = 12+t, y(t)=5+ t, where t is on the interval [0,50] and tis measured in tenths of seconds. Do the boys collide? If so, when do they collide? O Andy and Donald do not collide. O Andy and Donald collide at 4.8 seconds. O Andy and Donald collide at 2.4 seconds. O Andy and Donald collide at 3.6 seconds.
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