Find the Domain 4+3a-2b+6c

Problem

4+3*a−2*b+6*c

Solution

1. Identify the type of expression provided. The expression 4+3*a−2*b+6*c is a linear polynomial in three variables: a b and c

2. Check for restrictions such as denominators that could be zero, square roots of negative numbers, or logarithms of non-positive numbers.

3. Determine the constraints. Since there are no fractions, radicals, or transcendental functions, the variables a b and c can take any real value.

4. State the domain in terms of the set of all possible ordered triples (a,b,c)

Final Answer

Domain={(a,b,c)∈ℝ3}

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