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1. |
If a2 sec2x - b2 tan2x = c2, then the value of sec2x + tan2x is equal to (assume b2 ≠ a2) |
A. | $\frac{{{b^2} - {a^2} + 2{c^2}}}{{{b^2} + {a^2}}}$$ |
B. | $\frac{{{b^2} + {a^2} - 2{c^2}}}{{{b^2} - {a^2}}}$$ |
C. | $\frac{{{b^2} - {a^2} - 2{c^2}}}{{{b^2} + {a^2}}}$$ |
D. | $\frac{{{b^2} - {a^2}}}{{{b^2} + {a^2} + 2{c^2}}}$$ |
Answer» C. $\frac{{{b^2} - {a^2} - 2{c^2}}}{{{b^2} + {a^2}}}$$ | |