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3.6: Summary
https://phys.libretexts.org/Courses/Berea_College/Introductory_Physics%3A_Berea_College/03%3A_Describing_Motion_in_One_Dimension/3.06%3A_Summary
If an object has a position $x^A(t)$ in a given inertial frame of reference, $x$ , that is moving with a velocity $v^{'B}$ compared to a different inertial frame of reference, $x^{'}$ , then the...If an object has a position $x^A(t)$ in a given inertial frame of reference, $x$ , that is moving with a velocity $v^{'B}$ compared to a different inertial frame of reference, $x^{'}$ , then the position of the object in the $x^{'}$ frame of reference is given by $x'(t)=v^{'B}+x^{A}(t)$ .

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