Complete the following:

$\tan A$
$\tan B$
$\cot A$
$\cot B$
$\sin A$
$\sin B$
$\cos ecA$
$\cos ecB$
$\cos A$
$\cos B$
$\sec A$
$\sec B$

Complete the following:

$\tan A$
$\tan B$
$\cot A$
$\cot B$
$\sin A$
$\sin B$
$\cos ecA$
$\cos ecB$
$\cos A$
$\cos B$
$\sec A$
$\sec B$

Complete the following:

$\tan A$
$\tan B$
$\cot A$
$\cot B$
$\sin A$
$\sin B$
$\cos ecA$
$\cos ecB$
$\cos A$
$\cos B$
$\sec A$
$\sec B$

From the figure given below, find the value of $\sin \theta , \cos \theta , \tan \theta , {\sin }^2\theta , {\cos }^2\theta$ and ${\tan }^2\theta$.

From the figure given below, find the value of $\tan \theta , {\tan }^2\theta , {\tan }^3\theta , {\sin }^3\theta$ and ${\cos }^3\theta$.

In the figure given below, $\angle \mathrm{OMP},\angle \mathrm{ORQ},\angle \mathrm{OQM}$ are right angles. Write the value of $\sin \left(\angle \mathrm{RQM}\right)$.

In the figure given below, $\angle \mathrm{OMP},\angle \mathrm{ORQ},\angle \mathrm{OQM}$ are right angles. Write the value of $\sin \left(\angle \mathrm{QMP}\right)$.

In the figure given below, $\angle \mathrm{OMP},\angle \mathrm{ORQ},\angle \mathrm{OQM}$ are right angles. Write the value of $\sin \left(\angle \mathrm{OQR}\right)$.

In the figure given below, $\angle \mathrm{OMP},\angle \mathrm{ORQ},\angle \mathrm{OQM}$ are right angles. What is the value of $\cos \left(\angle \mathrm{QMP}\right): \left\{\frac{\mathrm{PQ}}{\mathrm{PM}}/\frac{\mathrm{PM}}{\mathrm{QM}}/\frac{\mathrm{QM}}{\mathrm{PM}}\right\}$