Integration - Finding Position from Velocity

preview_player
Показать описание
We know position is the integral of velocity, but the details matter. Her'es a short video showing how to set up the integration limits so that the result is x(t) rather than just a number.
Рекомендации по теме
Комментарии
Автор

Nice.

Love that you address your audience as "number crunchers."

dianedavidson
Автор

Your topic really helped.. I was able to answer similar to your topic, Now I have an idea how to solve my math problem.

ronaldzamora
Автор

Thank you, in practice, you get the velocity readings as numbers not as a function that you already know, what to do in that case?

elclay
Автор

You should have put absolute value in the ln(). I failed my math exam because of this 😢

vivavovo
Автор

Integration of (dx/dt)^2 dt....please solve this

amitavamandal
Автор

Find the position x of the particle at time t = 2, if x = 2 when t =0
HOW TO FIND? HUHHHU

donnabejasa
Автор

I wonder about one thing. When you wanted to get rid of the dx you integrated both sides of the equalsign. Now what if there was an integral sign instead. Could you derive both sides?

alexkid