Final answer:
To solve for the variable h in the equation L = h - v/q, you add v/q to both sides, resulting in h = L + v/q. The commutative property of addition ensures that h = v/q + L is the same solution.
Step-by-step explanation:
The problem is asking to solve the given formula L = h - v/q for the variable h. To isolate h, we need to apply basic algebraic operations. First, we add v/q to both sides of the equation to get h on one side:
L + v/q = h - v/q + v/q
This simplifies to:
L + v/q = h
Therefore, the solution for h is h = L + v/q. Note that if there is a typo in the proposed solution h = v/q + L, it is mathematically the same answer since addition is commutative.