Hoja1Describir y analizar el movimiento rectilineo de una particula cuya posicion se expresa con la siguiente funcion:

0

Grafica Posicion - TiempoGrafica Velocidad - TiempoGrafica Aceleracion - Tiempo

Hoja2Describir y analizar el movimiento rectilneo de una partcula cuya posicin se expresa con la siguiente funcin:t(s)xva0-8.0094.250.000.11.2889.87-86.700.29.7077.21-164.440.316.4957.56-225.140.421.0432.96-262.400.523.006.00-272.090.622.26-20.48-252.800.719.01-43.64-205.940.813.73-60.89-135.640.97.10-70.19-48.3010.00-70.2548.001.1-6.62-60.59144.301.2-11.81-41.69231.641.3-14.69-14.84301.941.4-14.5817.92348.801.5-11.0054.00368.091.6-3.7690.56358.401.77.03124.76321.141.821.02154.01260.441.937.60176.27182.70256.00190.2596.002.175.36195.479.302.294.82192.41-68.442.3113.61182.36-129.142.4131.12167.36-166.402.5147.00150.00-176.092.6161.14133.12-156.802.7173.73119.56-109.942.8185.25111.91-39.642.9196.38112.2147.703208.00121.75144.003.1221.06141.01240.303.2236.51169.51327.643.3255.23205.96397.943.4277.90248.32444.803.5305.00294.00464.093.6336.72340.16454.403.7372.95383.96417.143.8413.34422.81356.443.9457.28454.67278.704504.00478.25192.004.1552.64493.07105.304.2602.34499.6127.564.3652.33499.16-33.144.4702.00493.76-70.404.5751.00486.00-80.09

Hoja3