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Find k such that the equation kx^2 + x + k = 0.
Let me see.
The discriminant is b^2 - 4ac
Let b = 1
Let a = k
Let c = k
(1)^2 - 4k + k = 0
Solving for k, I get 1/3.
Is this correct?
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Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
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hi amnkb
Yes, I did that too. But it doesn't tell what k is. There must be more to this question surely. eg. If x has a single solution what is k?
Bob
Children are not defined by school ...........The Fonz
You cannot teach a man anything; you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you! …………….Bob
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hi amnkb
Yes, I did that too. But it doesn't tell what k is. There must be more to this question
i agree
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sologuitar wrote:Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
This does not lead to the value of k. I think the discriminant is needed here to find k. What else can it be?
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Bob wrote:hi amnkb
Yes, I did that too. But it doesn't tell what k is. There must be more to this question
i agree
The question has been presented as found in the textbook. I don't think I'm wrong about using the discriminant to find k.
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Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
bob- heres the rest of the question-->
solo- sorry
Last edited by amnkb (2023-11-16 19:12:31)
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sologuitar wrote:Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
bob- heres the rest of the question-->
solo- sorry
You got it right. Thank you.
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