If a car travels 80 miles between 2 and 4 pm, then its velocity is close to 40 mph at 2 pm. true or false?
can't be said...because car may not have constant velocity over the whole period of journey...
Another thing to consider is that velocity is a vector. In other words, the car could have been going 40mph in the other direction for the first hour before turning around and hauling...so 40mph in what direction?
cars average velocity is 40 mph.
If average velocity is defined as \[v_{avg}=\frac{v_i + v_f} {2}\] then the average velocity could be *zero* in the case where the driver heads west 40 miles for the first hour, and then returns to their starting point in the same amount of time. Their average *speed* would be 40 mph, but that's a scalar quantity, velocity is a vector.
so is false ?
its posible but not necessary?
There's not enough information to assert an average speed without the direction.
I meant to say velocity. Not enough info for velocity.
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