Simplify (sin(x))/(2x)

Problem

sin(x)/(2*x)

Solution

1. Identify the expression as a quotient of a trigonometric function and a linear algebraic term.

2. Analyze for common factors or trigonometric identities that could reduce the expression.

3. Determine that there are no common factors between the numerator sin(x) and the denominator 2*x

4. Conclude that the expression is already in its simplest form, though it can be written as a product of a constant and a function.

Final Answer

sin(x)/(2*x)=1/2⋅sin(x)/x

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