It is impossible to do science without measuring.
Conclusion (Hence)
Science is arbitrary.
Evidence (since)
The selection of a unit of measurement is always arbitrary.
It is impossible to do science without measuring. It's impossible to measure without having first selected units of measurement.
Evaluate
This argument screams to be diagrammed algebraically, because it combines the two telltale signs: conditional logic and repeating symbols.
The concepts are all used twice, so we'll just assign A / B / C / D to them in order to quickly write an abstract recipe.
P1: It's impossible to A without B. A → B P2: It's impossible to B without C. B → C P3: C is always D. C → D C: A is D. A → D
Goal
Let's look for an answer with two premises that give us this A requires B, B requires C chain.
We also want a premise that says that C is D (it might not feel conditional, like the others did). And then we want a conclusion that says A is D.