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Q&A Is $x=\int \int \ddot{x}\mathrm dx \mathrm dx$?

1 answer  ·  posted 3y ago by deleted user  ·  last activity 3y ago by celtschk‭

#2: Post edited by (deleted user) · 2021-08-17T08:50:05Z (over 3 years ago)
  • Is $$x=\int \int \ddot{x}\mathrm dx \mathrm dx$$?
  • Is $x=\int \int \ddot{x}\mathrm dx \mathrm dx$?
#1: Initial revision by (deleted user) · 2021-08-17T08:47:58Z (over 3 years ago)
Is $$x=\int \int \ddot{x}\mathrm dx \mathrm dx$$?
I know that multivariable calculus used like this 

$$\phi = \int \int x \mathrm dx \mathrm dy$$

But, I was thinking to use double integral for single variable (double integral respect to single variable)

$$x=\int \int \ddot{x}\mathrm dx \mathrm dx$$

Is it correct? Or, there's better way to write it?