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Problem 2

If a given ordered triple solves the system of eq…

Problem 1

Can a linear system of three equations have exactly two solutions? Explain why or why not


Therefore, a linear system of equations of three variables can't have exactly two solutions.



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Video Transcript

So, uh, the question of the G variables so it can be on the form. Uh, it's a question of me. Like a plan. So we have one plan here on under plan. Don't got nothing using undercover now? Yes. I have another plan here Aren't cutting through here. And we have Ah, we have the plan that curtain through Celesta and use this plan here as well. So the Bonham intersection on the tree plan only one single pone and a nun a lot. You have another Jew. Prom's understand attempts. So either they don't get under simple and on their way cannot mix anyone wants. That's why the number under a solution, maybe under will be examining one. All will be no social.