chiwen1 Messages 3 Reaction score 0 Thread starter Feb 25, 2011 #1 How would you find the instantaneous velocity if only given a position-time graph?
cepheid Staff Emeritus Science Advisor Gold Member Messages 5,197 Reaction score 38 Feb 25, 2011 #2 Welcome to PF chiwen1! The definition of instantaneous velocity is the derivative of position with respect to time: v = dx/dt So, on a position-time graph, this corresponds to the slope of the curve at any point.
Welcome to PF chiwen1! The definition of instantaneous velocity is the derivative of position with respect to time: v = dx/dt So, on a position-time graph, this corresponds to the slope of the curve at any point.
WatermelonPig Messages 140 Reaction score 0 Feb 26, 2011 #3 BTW, if that isn't obvious then you will have to make a secant line approx.