Solve: $tan (\frac{19 π}{2})$

Open in App

Solution

$tan (\frac{19 π}{2})$
$= tan (9 π + \frac{π}{2})$
$= tan \frac{π}{2}$
$= \infty$
$∴ tan (\frac{19 π}{2}) = \infty$

Suggest Corrections

Similar questions

tan \frac{19 π}{3}

tan \frac{19 π}{3}

The value of $t a n \frac{19 π}{3}$ is

Find the value of the trigonometric functions in tan $\frac{19 π}{3}$ .

sin 765^{0}

cos e c (- 1410^{0})

tan \frac{19 π}{3}

sin (- \frac{11 π}{3})

cot (- \frac{15 π}{4})

Join BYJU'S Learning Program