﻿
Question
Fri June 08, 2012 By: Jaswinder

# ma'am my query is how to find instantaneous velocity at an instant.

Fri June 08, 2012
The gradient of the tangent at that point in the position time graph , or if you know the equation of the line, the differential of the equation at that point..

This is similar but It is simpler:

Step 1 -- From the distance-time graph, if you know what time you are particularly in, go to your time axis (should be the horizontal axis) and from this particular time (point) on the time axis, go vertically upwards until it intersects the graph. Step 2 -- At this point of intersection, go horizontally to the left and read the value of the point at which this horizontal line intersects the vertical axis. This is the distance travelled by the body/particle at the particular instant chosen. Step 3 -- To determine the instantaneous velocity, simply divide the distance (determined in Step 2) by the time (from Step 1).
Related Questions
Mon August 29, 2016

# A bird moves with velocity 20m/s in a direction making an angle of 60 degree with the eastern line and 60 degree with vertical upwards. The velocity vector in rectangular form :   a) 10 i + 10 j + 10 k   b) 10 i +10(2)^1/2  j + 10 k   c) -20 i +10(2)^1/2  j + 20 k   d) 10(2)^1/2 i + 10 j + k

Mon August 29, 2016

﻿