In a \[\Delta \text{ }\mathbf{PQR}\], right-angled at Q, and if PR \[-\] QR 2 cm and PQ = 10 cm then _______

\[cosec\text{ }R\text{ }=\frac{13}{12}\]

\[sec\text{ }R\text{ }=\frac{13}{5}\]

\[\tan \text{ }P\text{ }=\frac{12}{5}\]

In a \[\Delta \text{ }\mathbf{PQR}\], right-angled at Q, and if PR \[-

1.	In a \[\Delta \text{ }\mathbf{PQR}\], right-angled at Q, and if PR \[-\] QR 2 cm and PQ = 10 cm then _______
A.	\[cosec\text{ }R\text{ }=\frac{13}{12}\]
B.	\[sec\text{ }R\text{ }=\frac{13}{5}\]
C.	\[\tan \text{ }P\text{ }=\frac{12}{5}\]
D.	All the above
E.	None of these
Answer» E. None of these

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In a \[\Delta \text{ }\mathbf{PQR}\], right-angled at Q, and if PR \[-\] QR 2 cm and PQ = 10 cm then _______

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