Prove that (SinA + CoSecA)2
+ (CosA + SecA)2
= 7 + Tan2
A+ Cot2
A
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Step-by-step explanation:
(sinA+cosecA)²+(cosA+secA)²
sin²A+2sinAcosecA+cosec²A+ cos²A+ 2cosAsecA+sec²A
sin²A+cos²A+2sinAcosecA+2cosAsecA+ cosec²A+sec²A
1+2+2+(1+cot²A)+ (1+tan²A)
7+cot²A+tan²A
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