A Quarterback Throws An Incomplete Pass. The Height Of The Football At Time T Is Modeled By The Equation H(T) = –16T2 + 40T + 7. Rounded To The Nearest Tenth, The Solutions To The Equation When H(T) = 0 Feet Are –0.2 S And 2.7 S. Which Solution Can Be Eliminated And Why? The Solution –0.2 S Can Be Eliminated Because Time Cannot Be A Negative Value. The Solution –0.2 S Can Be Eliminated Because The Pass Was Not Thrown Backward. The Solution 2.7 S Can Be Eliminated Because The Pass Was Thrown Backward. The Solution 2.7 S Can Be Eliminated Because A Ball Cannot Be In The Air For That Long Due To Gravity.. Find the height of a football at time t using a quadratic equation. Rounded to the nearest tenth, the solutions to the equation.

Rounded to the nearest tenth, the solutions to the equation. Find the height of a football at time t using a quadratic equation. To analyze the two solutions for the height of the football, given by the equation h (t) = − 16 t 2 + 40 t + 7, we set h (t) = 0 to discover when the ball reaches the ground: