Question
If $\sec(\text{x}+\alpha)+\sec(\text{x}-\alpha)=2\sec\text{x},$ prove that $\cos\text{x}-\pm\sqrt{2}\cos\frac{\alpha}{2}$
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Find the locus of their point of intersection if $\tan \theta_1+\tan \theta_2=k$.
|
$x_i$
|
$5$
|
$7$
|
$9$
|
$11$
|
$13$
|
$15$
|
$17$
|
|
$f_i$
|
$2$
|
$4$
|
$6$
|
$8$
|
$10$
|
$12$
|
$8$
|
|
Class interval
|
$0-6$
|
$6-12$
|
$12-18$
|
$18-24$
|
$24-30$
|
|
Frequency
|
$4$
|
$5$
|
$3$
|
$6$
|
$2$
|