Tamara Payton krish and huruki are analyzing the solution set to the following linear equations Tamara says that equation a and equation C have the same solution patent says equation B and equation C had the same solution krish says all three had the same solution haruki says that none of the equations have the same solution I identify who is correct about linear equations

Answer 1

In order to determine who is correct among Tamara, Payton, Krish, and Haruki regarding the solution sets of the equations, we would need to analyze the equations in question: Equation A, Equation B, and Equation C.

1. If Tamara is correct: That means Equations A and C have the same solution, implying at least those two equations are dependent.

2. If Payton is correct: That means Equations B and C have the same solution.

3. If Krish is correct: That means all three equations share the same solution, indicating that they are potentially all dependent on one another.

4. If Haruki is correct: That means none of the equations share a solution, meaning they are all independent from each other.

To conclusively determine who is correct, one would generally evaluate the equations based on their coefficients and constants (if provided). If they can be manipulated to produce the same line, then they share solutions; otherwise, they are independent.

Since the equations themselves weren't provided in your message, I can't directly analyze them to find out who is right. However, here's how to approach it:

• If any two equations can be shown to be multiples of each other or result in the same line when rearranged, then those two have the same solution.
• If all three equations yield the same line (are multiples), then Krish is correct.
• If they are completely different lines, then Haruki's statement stands true.
• If only two equations align while the third does not, then Tamara or Payton could be right depending on which pair shares solutions.

Please provide the equations for a more precise conclusion!