The discussion revolves around the interpretation of a triple integral expression involving the variable "y" and its relation to the variable "x". Participants are exploring the meaning of the notation used in the integral and the necessary context for its evaluation.
The conversation is ongoing, with participants seeking clarification on the context and completeness of the problem statement. Some guidance has been offered regarding the notation and the need for additional information to properly interpret the integral.
There is a noted lack of context, bounds, and a complete problem statement, which are essential for understanding the integral's application. Participants are also discussing the generality of the expression found in a textbook.
any context? bounds ? Complete problem statement ?NODARman said:Homework Statement:: .
Relevant Equations:: .
Hi, just wondering does this mean the triple integral of "y" with respect to "x"?
$$
\int \frac{d^{3} x}{y^{3}} .
$$
BvU said:any context? bounds ? Complete problem statement ?
I found it in a textbook, it's very general "equation".haruspex said:Is y a function of position in three dimensions?
What you posted is an expression, not an equation. What is the rest of it?NODARman said:I found it in a textbook, it's very general "equation".