(1+CotA-CosecA)(1+tanA+SecA)=2
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Step-by-step explanation:
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Answered by
0
Step-by-step explanation:
(1+CosA/SinA-1/SinA)(1+ SinA/CosA+1/CosA)
(SinA+CosA-1)/SinA * (CosA+SinA+1)/CosA
(SinA+CosA)² - (1)² / SinA*CosA
Sin²A+Cos²A + 2SinACosA - 1/SinA*CosA
1 + 2SinACosA - 1 / SinACosA
2SinA*CosA/SinA*CosA
= 2
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