Δx=v0t+(1/2)at2
v0=256ft/s
a=-9.8m/s2=-32ft/s2
Δx=(256ft/s)t-(1/2)(32ft/s2)t2
Δx=(256ft/s)t-(16ft/s2)t2=(16ft/s)((16)t-(1/s)t2)
Jennifer E.
asked 04/20/19If an object is thrown upward with an initial velocity of 256 ft/second, then its height after t seconds is given by what equation?
Δx=v0t+(1/2)at2
v0=256ft/s
a=-9.8m/s2=-32ft/s2
Δx=(256ft/s)t-(1/2)(32ft/s2)t2
Δx=(256ft/s)t-(16ft/s2)t2=(16ft/s)((16)t-(1/s)t2)
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