find the discriminant of the equation 3×2-5x+2=0 and hence write the nature of roots

1 thought on “find the discriminant of the equation 3×2-5x+2=0 and hence write the nature of roots”

1. Answer:

   D = 1, and the roots are real and unequal or distinct.

   Step-by-step explanation:

   Here a = 3, b = -5, c = 2

   We know that,

   Discriminant, D = b^2*4ac

   = (-5)^2 – 4*3*2

   = 25-24

   = 1

   Since our D is greater than 0 hence it has real and unequal or distinct roots.

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