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In act i scene ii
of "Romeo and Juliet", Lord Capulet is preparing for a party. He sends a servant to
deliver the invitations. Unfortunately, the servant he sends cannot read. He has no idea
who he is supposed to be giving the invitations to. Since he cannot tell Lord Capulet he
is unable to complete the task, he searches in the street for someone who can read. The
first two men he meets are Romeo and Benvolio. They read the list of invited guests to
the servant. In thanks, the servant invites the two gentlemen to attend the party. The
servant has no idea who they are and doesn't realize they are the enemies of his master.
Benvolio has noticed that Rosaline, the girl Romeo has been pining over, is on the guest
list. He encourages Romeo to go to the party. Of course, this is the party where Romeo
and Juliet meet. It could be argued that their fate was sealed the moment they accepted
the servants invitation to the party.
Given the expression ( sec x - csec x ) / (tan x - cot x) We need to simplify. We will use trigonometric identities ...
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