- #1
christian0710
- 409
- 9
If you write
a=dv/dt
Then you can write it as
dv=a*dt
And take the integral on both sides
integral(dv)=integral(a*dt)
My question is: What does dv=a*dt mean?? How do I interprete it? What does the individual term dt mean? And what does dv for it self mean?
To me it seems like “dv” means, differentiate t with respect to NOTHING. And dv means “Differentiate time with respect to nothing”
Can someone help me understand why this trick works and perhaps how to interprete it?
a=dv/dt
Then you can write it as
dv=a*dt
And take the integral on both sides
integral(dv)=integral(a*dt)
My question is: What does dv=a*dt mean?? How do I interprete it? What does the individual term dt mean? And what does dv for it self mean?
To me it seems like “dv” means, differentiate t with respect to NOTHING. And dv means “Differentiate time with respect to nothing”
Can someone help me understand why this trick works and perhaps how to interprete it?
Last edited: