If $\sec \theta + \tan \theta = p$, then what is the value of $\sec \theta$?
Options:
- A: $\frac{p^2 - 1}{2p}$
- B: $\frac{p^2 + 1}{2p}$
- C: $\frac{2p}{p^2 - 1}$
- D: $\frac{2p}{p^2 + 1}$
Related Practice Questions:
- Why is copper considered highly pure and extensively used in religious rituals by Hindus today according to the historical context of natural resources?
- Which of the following regions is described by R.S. Sharma as "the most coveted and contested area" fought over by important ruling powers in northern India?
- Paper currency was not used in ancient India. In which century was paper currency finally introduced to India?
- The earliest agricultural settlements and states in ancient northern India were founded along the Himalayan foothills (the "terai" route) during which period?
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