It seems like you are referring to using the Petroleum Theorem, but I believe you might mean the Petroleum theorem or possibly the Segment Addition or another geometric or physics-related concept. However, since the term 'pathgreum therum' doesn't match any known theorem, I'll assume you meant Petroleum Theorem or perhaps a physics problem involving distances and point B.
If you have two distances: 10 km and 7 km, and you want to determine the location or coordinates of point B based on these distances, here's a general way to approach it:
- Understand the context: Are the distances from point A to B and point B to another point? Are these distances along a path, vector components, or something else?
- Set up a coordinate system: Assign a reference point (usually point A at the origin).
- Apply the relevant theorem or principle: If the problem involves vectors or distances, use the Pythagorean theorem or segment addition theorem appropriately.
- Solve for Point B: Use the given distances to calculate coordinates or direct position of B.
Example (if path addition):
Suppose you start at point A, go 10 km east, then 7 km north to point B.
- Starting at A (0,0)
- Moving 10 km east: at (10,0)
- Then 7 km north to B: at (10,7)
Thus, point B is located at (10 km East, 7 km North) relative to A.
In conclusion: Please clarify the exact theorem or context you are referring to. With the right information, I can provide a detailed method to find point B based on the two distances.