Prove that: 2sin^2pi/6 + cosec^27pi/6cos^2pi/3 = 3/2

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|CLASS11| |Exercise3.3| QueNo-2| |2sin^pi/6+cosec^27pi/6cos^2pi/3=-3/2| |CLASS11| |Exercise3.3| QueNo-2| |2sin^pi/6+cosec^27pi/6cos^2pi/3=-3/2|
Prove that: `2s in^2pi/6+cos e c^2(7pi)/6cos^2pi/3=3/2` Prove that: `2s in^2pi/6+cos e c^2(7pi)/6cos^2pi/3=3/2`
Prove 2 sin^2(pi/6) + cosec^2(7pi/6)cos^2(pi /3) = 3/2 Prove 2 sin^2(pi/6) + cosec^2(7pi/6)cos^2(pi /3) = 3/2
`2sin^(2)pi/6 +\"cosec\"(7pi)/(6)cos^(2)pi/3=3/2` `2sin^(2)pi/6 +\"cosec\"(7pi)/(6)cos^(2)pi/3=3/2`
'2sin^(2pi/6)+cosec^2(7pi/6)cos^2(pi/3)' || `2sin^(2)pi/6 +\"cosec\"(7pi)/(6)cos^(2)pi/3=3/2`
`2sin^2(pi/6 )+cosec^2(7pi/6)cos^2pi/3=3/2`... `2sin^2(pi/6 )+cosec^2(7pi/6)cos^2pi/3=3/2`...
`2sin^2(pi/6 )+cosec^2(7pi/6)cos^2pi/3=3/2`... `2sin^2(pi/6 )+cosec^2(7pi/6)cos^2pi/3=3/2`...
Exercise 3.3//Question 2//Prove that 2sin2π/6+cosec27π/6cos2π/3=3/2 Exercise 3.3//Question 2//Prove that 2sin2π/6+cosec27π/6cos2π/3=3/2