Medina Erickson
08/07/2024 · Junior High School
A tracker is dropped from a helicopter 1,250 feet above the ground. After \( t \) seconds, the tracker has fallen \( 16 t^{2} \) feet. As the tracker is dropped, a rocket is shot upwards from a platform 6 feet above the ground, traveling vertically at 57 feet per second. At a certain height, the rocket hits the tracker. Create a system of equations to model this situation, where \( h \) represents the tracker's and rocket's height above the ground. Which of the following equations belongs to the system? Equation \#1: \( 57 t-h=0 \) Equation \#2: \( h-57 t=6 \) Equation \#3: \( h-6 t=57 \) (1 point)
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The correct equation is Equation \#2: \( h - 57t = 6 \).
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