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The Roots of the Equation `2x^2-6x+3=0` Are (A) Real, Unequal and Rational (B) Real, Unequal and Irrational (C) Real and Equal (D) Imaginary - Mathematics

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Question

The roots of the equation `2x^2-6x+3=0` are

(a) real, unequal and rational (b) real, unequal and irrational (c) real and equal (d) imaginary 

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Solution

(b) real, unequal and irrational 

∵`D=(b^2-4ac)` 

=`(-6)^2-4xx2xx3` 

=`36-24` 

=`12` 

12 is greater than 0 and it is not a perfect square; therefore, the roots of the equation are real, unequal and irrational.

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Chapter 10: Quadratic Equations - Exercises 6

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R.S. Aggarwal Mathematics [English] Class 10
Chapter 10 Quadratic Equations
Exercises 6 | Q 23
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