Question

define the instantaneous velocity along with mathematical expression

Answer 1

cheak maharashtr board book
physics 11th std
page no 24


u can find answer

Answer 2

Define the instantaneous velocity along with mathematical expression

• The derivative of x with respect to t, or the upper limit of the average velocity as the elapsed time approaches 0, is the instantaneous velocity of an object: v(t)=ddtx(t). v (t) equals d d t x (t). Instantaneous velocity is a vector having a dimension of length per time, similar to average velocity.
• The speed of an object at a specific time is its instantaneous speed. The instantaneous velocity is obtained by adding the direction to the speed. In other words, this person's instantaneous velocity at that specific time was eight metres per second to the right.
• Instantaneous velocity is the speed or velocity of an item in motion at a certain moment in time. It uses the m/s SI unit. It can be calculated by taking the slope of the distance-time graph, which is a vector quantity.
• While instantaneous velocity is determined by the slope of the tangent line, average velocity is the change in position (or displacement) over the course of transit. It is the velocity of an item at a specific point in time and space.

#SPJ2