Q:

# What is the derivative of sin squared?

A:

The derivative of sine squared is the sine of 2x, expressed as d/dx (sin2(x)) = sin(2x). The derivative function describes the slope of a line at a given point in a function.

## Keep Learning

The derivative of sine squared can be determined by using the chain rule. Under the chain rule, the equation becomes two times the sine of x times the derivative of the sine of x. The derivative of the sine of x is the cosine of x, resulting in the formula 2sin(x)cos(x). The formula 2sin(x)cos(x) can be simplified down to the sine of two times x, expressed as sin(2x).

Sources:

## Related Questions

• A: The integral of arcsin is x times the inverse sine of x, plus the square root of one minus x squared, plus a constant expressed as C. Using mathematical no... Full Answer >
Filed Under:
• A: The instantaneous velocity in calculus is the first derivative of a function that expresses distance as a function of time. The instantaneous velocity is a... Full Answer >
Filed Under:
• A: The derivative of 3x is 3. Whenever a mathematical function is defined by a constant multiplied by x, the derivative of the function equals the constant. T... Full Answer >
Filed Under:
• A: The second partial derivative for a function with two or more variables is found by differentiating twice in terms of one variable or in terms of one varia... Full Answer >
Filed Under:
PEOPLE SEARCH FOR