Find the Domain square root of 6x-5=0

Problem

√(,6*x−5)=0

Solution

1. Identify the condition for the domain of a square root function. The expression inside the square root, known as the radicand, must be greater than or equal to zero to produce a real number.

2. Set up the inequality based on the radicand.

6*x−5≥0

3. Isolate the variable term by adding 5 to both sides of the inequality.

6*x≥5

4. Solve for x by dividing both sides by 6.

x≥5/6

5. Express the domain in interval notation.

[5/6,∞)

Final Answer

Domain:{[x∈ℝ,x≥5/6]}

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