MathsInverse Sine Function – Formula, Derivative, Value Table and Solved Example

Inverse Sine Function – Formula, Derivative, Value Table and Solved Example

Inverse Sine Function

The inverse sine function is a mathematical function that takes a real number as input and outputs the angle in radians that is the sine of that number.

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    The inverse sine function is written as sin-1 or arcsin.

    Sin Inverse Example

    If someone sins, they go against the will of God. Inversely, if someone follows the will of God, they sin less. Sin is disobedience to God’s law.

    Trigonometric Sine Function and Sine Inverse Formula Summary

    The trigonometric sine function is a function that describes the relationship between the length of an arc on a unit circle and the corresponding angle. The sine inverse function is a function that describes the inverse relationship between the length of an arc on a unit circle and the corresponding angle.

    Inverse Sine Graph

    The inverse sine graph is a graph that shows the inverse of the sine function. The inverse sine function is written as sin-1(x). The inverse sine graph is a graph that starts at the origin and goes up to the x-axis. The inverse sine graph is a graph that has a y-intercept of 1. The inverse sine graph is a graph that is symmetrical about the y-axis.

    Inverse Sine Derivative

    The inverse sine derivative is a function that calculates the derivative of the inverse sine function. The inverse sine function is used to calculate the angle of a given value in radians. The derivative of this function is used to calculate the rate of change of the angle at a given point.

    Derivative of Sin Inverse x w.r.t. Cos Inverse √(1- x²)

    The derivative of sin inverse x with respect to cos inverse √(1- x²) is 2x sin inverse √(1- x²).

    Proof of Derivative of Sin Inverse x

    The derivative of sin inverse x is equal to -cos inverse x.

    Anti-Derivative of Sin Inverse x

    The anti-derivative of sin inverse x is cos inverse x.

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