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.
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?
Nice.
Love that you address your audience as "number crunchers."
Great explaination sir🌻
Your topic really helped.. I was able to answer similar to your topic, Now I have an idea how to solve my math problem.
Excellent! I'm glad the video helped.
Thank you so much sir ❤
Integration of (dx/dt)^2 dt....please solve this
Nice video teacher
Thanks a lot
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?
Integration of (dx/dt)^2 dt....please solve this
You should have put absolute value in the ln(). I failed my math exam because of this 😢
What is the integration of position
Imagine you move 6 steps upstairs then go 4 downstairs, then the integral of position would be 6 - 4 = 2
Find the position x of the particle at time t = 2, if x = 2 when t =0
HOW TO FIND? HUHHHU
Yee exactly same as my question
How did u find it
Do you have some other data like position function or something?
Nice