Let x =(log(sin 30^(@))cos 30^(@))(log(c...

Let `x =(log_(sin 30^(@))cos 30^(@))(log_(cos30^(@))cot30^(@)) (log_(cot 30^(@))coses 30^(@))` and `y = 3^(log_(cot 30^(@))(|x|+3))` then value of y is equal to-

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(log)_(sin30^(@)cos60^(@))=1

Let x=(log_(sin30^0)cos30^0)(log_(cos30^@)cot30^0)(log_(cot30^0)cosec30^0) and y=3^(log_(cot30^0) (|x|+3)) then the value of y is

(sin 30^@)/(1+cos30^@)+ (1+cos30^@)/(sin 30^@) = ?

What is the value of (sin30^(@)+cos30^(@))/(cos30^(@)-sin30^(@)) ?

Show that: (cot 30^(@) cot 60^(@) - 1)/(cot 30^(@) + cot 60^(@)) = cot 90^(@)

Find the values of sin 30^(@) ,cos 30 ^(@) ,tan 30 ^(@) ,cosec 30^(@) ,sec 30 ^(@) and cot 30^(@)

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Evaluate the following (sin 30^(@) +tan 45^(@) -cosec 60^(@) )/( cot 45^(@)+cos 60^(@) -sec 30^(@))