Which of the following pairs of numbers belong to the solution set of ?a0 and 2 b2 and −6c−6 and −10 d0 and −10

To determine which pairs of numbers belong to the solution set, we first need to identify the equation or inequality that we are attempting to solve. However, since this is not provided, I will outline the general method you can use to check which pairs satisfy the conditions once that equation is clear.

1. ### Break Down the Problem

We need to test four pairs of numbers against an unspecified condition. Each pair should be evaluated individually to find if they satisfy the equation or inequality.

2. ### Relevant Concepts

To determine if the pairs satisfy a given condition, we would typically substitute the values into an equation or check them against an inequality. Common forms might include linear equations, quadratic equations, inequalities, etc.

3. ### Analysis and Detail

Assuming we have a solution set from an equation or inequality represented as $f(x, y) = 0$ or $g(x, y) < c$.

For each pair:

• Substitute the values of $a$ and $b$ into the equation or condition.
• Evaluate if the condition holds true.

4. ### Verify and Summarize

• After substitution, check whether each computed result meets the original equation or inequality criteria.
• Create a list of satisfactory pairs.

Final Answer

Since the specific equation or condition isn't provided, I cannot definitively determine which pairs are solutions. If you provide that information, I can help you with a step-by-step analysis.