Mastering Homework Equations: Tips and Strategies for Success

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Homework Help Overview

The discussion revolves around solving equations related to a mathematical problem, likely involving systems of equations and geometric interpretations, given the references to points and equations. The context suggests a focus on understanding how to manipulate and apply equations correctly.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the correct application of equations to specific points, questioning whether certain points satisfy the given equations. There are attempts to clarify the steps needed to solve for variables and to verify the correctness of previous responses.

Discussion Status

The conversation is ongoing, with some participants seeking clarification on their understanding and others providing hints or reminders about the problem's requirements. There is an acknowledgment of multiple potential answers, indicating a productive exploration of the topic.

Contextual Notes

Participants mention the need to check specific conditions related to the equations and the importance of considering multiple solutions, suggesting that there may be constraints or specific requirements outlined in the homework prompt.

chemic_23
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Homework Statement



q2.jpg


Homework Equations




given2.jpg


The Attempt at a Solution



as2edited.jpg
 
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Remember the response I posted earlier:

1. Plug the points (x, y) into each equation properly.
2. You got rid of the 1 and didn't use it.
3. You'll need to solve a system of 2 equations to find a, b.
 


Thank you :smile:

Is this correct?
ans1.jpg
 


chemic_23 said:
Thank you :smile:

Is this correct?
ans1.jpg
Check it yourself! It clearly has center (0,0). Do (3, \sqrt{7}) and -\sqrt{3},3) satisfy that equation? That is, are
\frac{3^2}{30}+ \frac{(\sqrt{7})^2}{10}= 1
and
\frac{(\sqrt{3})^2}{30}+ \frac{3^2}{10}= 1 ?

And don't forget that you were told there were two possible answers. What is the other answer?
 
I really don't have an idea... can you give me a hint please? I tried to equate both equation but still I got the same answer...:confused:
 

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