How do you solve and find the value of $tan (arctan 3)$ $tan(arctan3)$ ?

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How do you solve and find the value of $tan (arctan 3)$ $tan(arctan3)$ ?

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Answer 1 · 2017-04-26T16:44:55

3

Explanation:

This question is based around inverse functions. $arctan$ $arctan$ can also be written as ${tan}^{- 1}$ $tan^-1$ , it is the inverse of $tan$ $tan$ . As such $tan$ $tan$ and $arctan$ $arctan$ cancel each other out.

A similar question would be:

What is the result of $3 \times 10 \div 10$ $3xx10-:10$ , we can clearly see the answer is 3.

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How do you solve and find the value of $tan (arctan 3)$ $tan(arctan3)$ ?

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How do you solve and find the value of $tan (arctan 3)$ $tan(arctan3)$ ?