If we decrease the time it takes for a car to travel over the same distance, this will increase the speed. have no effect on velocity or speed. decrease the speed. decrease the velocity.
Hi! We're looking at speed or velocity, distance, and time! If we're just talking about velocity, there's a relation between them that is very simple when written in math. Do you know the equation for velocity? That's a great place to start.
decrease in speed
Why do you think that?
\(v=\dfrac{d}{t}\)
ok now what
idk what happens next im not good at science
Well, it says the distance \(d\) is the same, and \(t\) decreases. \(v=\dfrac{d}{t}\) \(\dfrac{d}{\Tiny t}=\) Now the denominator is smaller than it was. The numerator is bigger in comparison. So, how will the velocity change? The other way to think is that you're running on a track. You go around once. Then you go around again in a shorter time. Was your velocity faster or slower on that second lap?
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