Find the Domain (6t-1)=3(t+1)+6

Problem

6*t−1=3*(t+1)+6

Solution

1. Identify the type of expression provided. The expression 6*t−1=3*(t+1)+6 is a linear equation in terms of the variable t

2. Analyze the components for restrictions. The equation consists of polynomial terms (specifically, linear terms).

3. Check for operations that restrict the domain, such as division by zero, square roots of negative numbers, or logarithms of non-positive numbers.

4. Determine that there are no such operations present in this linear equation.

5. Conclude that the variable t can take any real number value.

Final Answer

Domain=(−∞,∞)

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