The derivatives of distance with respect to time are velocity, acceleration, and jerk.

With respect to the aforementioned, I must stress that I've had nothing to do with that issue.

The gradient of a scalar-valued function of several variables is the vector which contains its partial derivatives with respect to each of its variables (when these derivatives exist).

These sentences only differ with respect to tense.

The derivatives of space with respect to time are velocity, acceleration, and jerk.

With respect to this question, there are three opinions.

With respect to these letters, I think the best thing is to burn them.

The derivative of x^2 (x squared) with respect to x is 2x (two x).

With respect to that, I agree with you.

Revelation is necessarily out of the question with respect to those books.