Find the Domain (3q-2)/5=-4

Problem

(3*q−2)/5=−4

Solution

1. Identify the type of expression given. The expression (3*q−2)/5 is a linear rational expression where the denominator is a constant.

2. Check for values that would make the expression undefined. In a rational expression, the domain is restricted only if the denominator can equal zero.

3. Analyze the denominator. Since the denominator is 5 which is a non-zero constant, there are no values of q that will cause division by zero.

4. Determine the domain. Because there are no restrictions, the variable q can be any real number.

Final Answer

Domain: *(−∞,∞)

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