NASA is modeling the 1-D straight line motion of a rocket sled which will start at rest and provide a constant acceleration of a = 200 m/s2 for a time of 3 seconds. They want construct a simple, but accurate, data table with the following equations: vi+1 = vi + a t and xi+1 = xi + vi t which are familiar to you. NASA plans to make the constant time interval between rows in their table sufficiently small so that they have only a 10 percent error in the total distance traveled by the sled during the 3 seconds. How many rows N should be in their data table to cover the entire time interval and achieve the desired error?

3 Question 2 NASA is modeling the 1-D straight line motion of a rocket sled which will start at rest and provide a constant acceleration of a = 200 m/s2 for a time of 3 seconds. They want construct a simple, (but accurate, data table with the following equations: VH1 = vi + a t and xm = x,- + v; t which are familiar to you. NASA plans to make the constant time interval between rows in (their table sufciently small so that they have only a 10 percent error in the total distance traveled by the sled during the 3 seconds. How many rows N should be in their data table to cover the entire time interval and achieve the desired error