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How many solutions will the following quadratic have? How can you determine this without trying to solve for x?

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How many solutions will the following quadratic have? How can you determine this without trying to solve for x?

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4x ²-2x+5=0

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no solution

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The following equations have two solutions. You can figure this out without determining x because the solution will always be a + and a -.

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4x^2-2x+5=0
2 solutions

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2 solutions and yes

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2 solutions

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4x^2-2x+5-0
Two solutions, and yes it can be determined without attempting to solve for x.

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The following quadratic will have two solutions. You can determine this because there will always be a positive and a negative answer.

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There will be two solutions

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It will have 2 solutions how you can tell is because there would be a positive and negative answer

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the equation will have 2 solutions because there are always a + and a -. you can use Discriminant Algebraically

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(2 + square root of 4 - 4(20))/-4
(2 + square root of -76)/-4
(2+ square root -76)/-4 or (2+ square root of -76)/4

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2 solutions

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theres 2 solutions

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two solutions