simplify the expression: sec a/cot a+tan a
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Answer:
SinA
Step-by-step explanation:
SecA/CotA + TanA
= SecA/(CosA/SinA + SinA/CosA)
= SecA/(Cos²A+Sin²A/SinACosA)
= SecA(SinACosA)/(Cos²A+Sin²A)
= SinA (∵ Cos²A+Sin²A = 1 and SecACosA = 1)
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