if cosec A = √2 , find the value of 2sin^2 A+3 cot^2A/ 4(tan^2A-cos^2A).
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Answer:
Step-by-step explanation:
cosec A = √2
A=45 then
2sin² A+3 cot²A/ 4(tan²A-cos²A).
=2(1/√2)²+3(1)²/ {(4(1²-(1/√2)² }
= (2*1/2+3) / (4*(1-1/2)
=4/4*1/2
=4/2
=2
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