A Trigonometric Dilemma!

Geometry Level 5

\[\large{\sin(x) = \dfrac{x}{100}}\]

Let \(A\) be the number of real roots of the above equation if \(x\) is measured in degrees.

Let \(B\) be the number of real roots of the above equation if \(x\) is measured in radians.

Find the value of \(A+B\)?

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