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Algebra
Question

 

If \(m = \sqrt { 3 } \operatorname { cosec } ( 20 ^ { \circ } ) - \sec ( 20 ^ { \circ } )\) and \(n = \sin ( 12 ^ { \circ } ) \sin ( 48 ^ { \circ } ) \sin ( 54 ^ { \circ } )\) where \(m , n \in N ,\) then find the value of \(( m + 8 n + 2 )\) 

If \(m = \sqrt { 3 } \operatorname { cosec } ( 20...

Answer

m=4

n=1/8

 

Solution
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