The v/t relationship is dimensionally consistent with a value for acceleration
This is further explained below.
Generally, In the field of mechanics, acceleration refers to the rate at which the velocity of an object changes in relation to the passage of time. Accelerations are vector quantities. The direction of the net force that is applied on an item is what determines the orientation of the acceleration the object is experiencing.
In conclusion, Dimensionally, the connection between velocity and time is compatible with a value for acceleration.
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CQ
Which of the following relationships is dimensionally consistent with a value for acceleration that has dimensions of distance per time per time? In these equations, x is distance, t is time and v is speed
A. v²/t
B. v/t
C. v/t²
D. v/x²
E. v²/x²
