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Calculations:
Stairs next to green tables Trial 1 Finding Vf -- Vf=Vo+at -- Vf= 0+(-9.8)(0.49) -- Vf= -4.802 m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x= ½ (0-4.802)(0.49) -- ∆x= -1.176m Trial 2 Finding Vf -- Vf=Vo+at -- Vf= 0+(-9.8)(0.54) -- Vf= -5.292 m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x= ½ (0-5.292)(0.54) -- ∆x= -1.42m Trial 3 Finding Vf --Vf=Vo+at --Vf= 0+(-9.8)(0.52) -- Vf= -5.096 m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (0-5.096)(0.52) -- ∆x = -1.324m |
Stairs Outside Franco Center Trial 1 Finding Vf --Vf=Vo+at --Vf=0+(-9.8)(0.66) --Vf= -6.468m/s Finding ∆x --∆x = ½ (V0+Vf)t --∆x = ½ (0-6.468)(0.66) --∆x = -2.134m Trial 2 Finding Vf --Vf=Vo+at --Vf=0+(-9.8)(0.79) --Vf= -7.742m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (-7.742)(0.79) -- ∆x = 3.06m Trial 3 Finding Vf --Vf=Vo+at --Vf= 0+(-9.8)(0.65) --Vf= -6.37m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (-6.37)(0.79) -- ∆x = -2.07m |
Stairs Inside Franco Center Trial 1 Finding Vf --Vf=Vo+at --Vf= 0+(-9.8)(1.14) --Vf= -13.72m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (-13.72)(1.14) -- ∆x= -9.6m Trial 2 Finding Vf --Vf=Vo+at --Vf=0+(-9.8)(1.020 --Vf= -9.997m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (-9.997)(1.02) -- ∆x = -5.09m Trial 3 Finding Vf --Vf=Vo+at --Vf=0+(-9.8)(1.05) --Vf= -10.29m/s Finding ∆x -- ∆x = ½ (V0+Vf)t -- ∆x = ½ (-10.29)(1.05) -- ∆x = -5.4m |