A real number is said to be algebraic if it satisfies a polynomial equation with integral coefficients. Which of the following numbers is not algebraic?
Correct Answer: Option D
1/3, 0, 2 are rational numbers, they satisfy the Quadratic Equations such as x2 – a = 0, where ‘a’ is any constant. It varies according to the equation.
√3 satisfies the equation x2 – 3 = 0
π can’t be a root of any polynomial equation.
∴ It’s not algebraic.
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