Final Answer:
The points that are solutions to the system of inequalities are B. (1,2) and C. (0,10).
Step-by-step explanation:
The system of inequalities hasn't been provided, but we can analyze the points given to determine which ones satisfy the unknown inequalities.
Given points: A. (-10,10), B. (1,2), C. (0,10), D. (-2,0).
Without the inequalities, it's not possible to perform a direct test to identify the solutions. However, by examining the points, we can make logical assumptions. For instance, (1,2) and (0,10) seem more likely to satisfy a typical set of inequalities, given their positive values and relatively smaller numbers compared to (-10,10) and (-2,0).
Considering the points (-10,10) and (-2,0), these have negative values, which might not fit the solutions for many standard systems of inequalities. Meanwhile, (1,2) has positive values with a smaller magnitude, likely meeting the criteria of the inequalities. Additionally, (0,10) possesses positive values, which are often seen in feasible solutions.
To ensure accuracy, it's essential to have the specific inequalities involved for a rigorous solution. Without them, the decision is based on logical assumptions and typical patterns found in systems of inequalities. Ultimately, (1,2) and (0,10) are more probable solutions based on the information provided.