Use the Rational Roots Test to Find All Possible Roots sin(2x)

Problem

sin(2*x)

Solution

1. Identify the nature of the expression. The Rational Roots Test is a theorem used to find potential rational roots of polynomial equations with integer coefficients.

2. Determine if the test applies. The expression sin(2*x) is a trigonometric function, not a polynomial.

3. Conclude the applicability. Because sin(2*x) is not a polynomial of the form (a_n)*xn+(a_n−1)*x(n−1)+⋯+(a_0) the Rational Roots Test cannot be used to find its roots.

Final Answer

The Rational Roots Test is not applicable to *sin(2*x)

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