SOLUTION: How do I know if the quadratic equation has two real solutions, a double root, or no real solution, without solving the equation in a discriminant way? here are some examples
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Question 1197405: How do I know if the quadratic equation has two real solutions, a double root, or no real solution, without solving the equation in a discriminant way? here are some examples
2a2+3a+1=0
2)2a(a - 3) - 3=3
3a2 - 2a(a - 2)2 - 4=0
Answer by josgarithmetic(39617) (Show Source): You can put this solution on YOUR website!
Why without discriminant?
Could you factorize your equations?
Your last equation is not quadratic.
3a^2-2a(a-2)^2-4=0
3a^2-2a(a^2-4a+4)-4=0
3a^2-2a^3+8a^2-8a-4=0
-2a^3+11a^2-8a-4=0
3a^3-11a^2+8a+4=0
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