Trigonometry Examples

1740 °

$1740 °$

Step 1

Subtract

$360 °$ from

$1740 °$ .

$1740 ° - 360 °$

Step 2

The resulting angle of

$1380 °$ is positive and coterminal with

$1740 °$ but isn't less than

$360 °$ . Repeat the step.

$1380 °$

Step 3

Subtract

$360 °$ from

$1380 °$ .

$1380 ° - 360 °$

Step 4

The resulting angle of

$1020 °$ is positive and coterminal with

$1740 °$ but isn't less than

$360 °$ . Repeat the step.

$1020 °$

Step 5

Subtract

$360 °$ from

$1020 °$ .

$1020 ° - 360 °$

Step 6

The resulting angle of

$660 °$ is positive and coterminal with

$1740 °$ but isn't less than

$360 °$ . Repeat the step.

$660 °$

Step 7

Subtract

$360 °$ from

$660 °$ .

$660 ° - 360 °$

Step 8

The resulting angle of

$300 °$ is positive, less than

$360 °$ , and coterminal with

$1740 °$ .

$300 °$

$[\begin{array}{c} x^{2} & \frac{1}{2} \\ \sqrt{π} & \int x d x \end{array}]$