Quick Answer: What is the derivative of inverse sine?
Publish date: 2022-10-02
The derivative of the sine inverse function is written as (sin–1x)’ = 1/√(1-x2), that is, the derivative of sin inverse x is 1/√(1-x2). In other words, the rate of change of sin–1x at a particular angle is given by 1/√(1-x2), where -1
Contents
- 1 Is inverse sin differentiable?
- 2 What is the derivative of sine function?
- 3 What is the derivative of Arctangent?
- 4 What is the second derivative of sinx?
- 5 What is derivative of sin theta?
- 6 What is the derivative of sin 2?
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