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Two fireworks are set off simultaneously but from different altitudes. The height y in feet is represented by y=-16+120t+10, where t is the time in seconds. The height of the other is represented by y=-16t^2+60t+310. After how many seconds are the fireworks the same height? And what is the height?
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\[-16t^2+120t+10=-16t^2+60t+310\] is a start
same as \[120t+10=60t+310\] solve for \(t\) in three steps
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