Advanced Math/trig

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Question
sec 30 degrees / cos 30 degrees

Answer
It should be a homework question, right?

Remember this hexagon:

      sin -- cos
    /            \
   /              \
  tan     1     cot(ctg)
   \              /
    \            /
      sec -- csc

Any opposite two multiply to get 1
   e.g. sinA*cscA=1
Sum of the squares of two numbers on the top of any inverted triangle equals the square of the bottom one:
   e.g. (tanA)^2 + 1^2 = (secA)^2

So, sec 30 / cos 30 = 1 / cos^2 30
                   = 1 / 0.75
                   = 4 / 3

Hope this solves all the similar question

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