State the domain of \sqrt{2x-5} .

Question

BlackTom AI · Accepted Answer

The task is to determine the domain of the expression sqrt(2x - 5).

For a square root to yield a real number, its radicand must be nonnegative. Therefore, we require:
2x - 5 >= 0

Solving for x:
2x >= 5
x >= 5/2

Thus, the domain consists of all real numbers x that are greater than or equal to 5/2. In interval notation, this is [5/2, ∞).

Note: The provided answer options are missing in this instance, so I cannot evaluate which option matches the domain. If options were present, I would compare each to [5/2, ∞) and identify the correct one accordingly.

FNDN Mathematics for Commerce 2025 STD O1

State the domain of \sqrt{2x-5} .

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