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How do you factor the quadratic equation 3x^2 + 8x + 3 to find the roots?

User Youn
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The quadratic is not factorable, to figure this out use this formula (b^2-4ac) to figure out the discriminant. If the discriminant comes out to be a perfect square or equal to zero then we can say it’s factorable if it does not meet those requirements it’s not. In this problem it’s 8^2-4*3*3. Simplify and you get 64-36 which is equal to 28. 28 is not a perfect square or equal to zero therefore this is not factorable. If you need the root the quadratic formula would be a good option also look on the bottom if that’s what u need.

Hope this helps!
User Denis C De Azevedo
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Answer:

Explanation:

Hope this helps u!!

How do you factor the quadratic equation 3x^2 + 8x + 3 to find the roots?-example-1
User Rotabor
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