An object is thrown up in the air at 15 meters per second. You want to figure out how high the object will be at 2.5 seconds after its release. Answer the following questions.
From Physics, an appropriate equation of motion would be \[s=s _{0}+v _{0}t+\frac{ 1 }{ 2 }a t^2\]
Think. Can you figure out what those symbols represent? Where would you find a numeric value for "a?"
a would be acceleration, which in this case is gravity -- -9.8 m/s
Actually, it'd be \[-9.8\frac{ m }{ \sec^2 }\]
What do the following represent?\[t, s _{0}, v _{0}~??\]
t = time s0 = original altitude v0 = initial speed By the way, why can't we use displacement equations like d = vi*t + 1/2*a*t^2 ?
Your "displacement equation" has precisely the same format as "mine" and is also usable.
Ok...so t = 2.5 s and the original velocity is 0, right?
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