Stuck on this problem...
If ∆x represents change in position, what do you think ∆t would represent? How would you calculate ∆t?
If ∆x represents change in position, what do you think ∆t would represent? How would you calculate ∆t?
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Well, in physics/chemistry/science, delta t means change in temperature, and delta T means change in time. Not sure if that helps at all.
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It is change in time. I need the equation to help you calculate it.