Without solving the equation find the nature of the rooots of the quadratic equation root under2x²-5 √3+2√2=0
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on comparing this equation with standard form of quadratic equation ax²+bx+c =0
we get
a= 2 , b= -5√3 , c= 2√2
Discriminant D = b²-4ac
b²-4ac = (-5√3)²- 4×2×2√2 = 75- 16√2
here our D >0
hence it have real and distinct roots
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