# Prove that tanθ cotθ = 1?

We will use a trigonometric identity that tanθ = 1/cotθ

## Answer: tanθ cotθ = 1

**Explanation:**

We have to prove tanθ cotθ = 1

We need to start with LHS (Left-hand side) of the equation tanθ cotθ

As we know that cotθ = 1/ tanθ

cotθ = 1/tanθ in the LHS of our equation we get

tanθ cotθ =

tanθ ×1/ tanθ

= 1

= RHS.

### Hence, proved that tanθ cotθ = 1.

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