√(1+sinA/1-sinaA)=secA+tanA
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Answer:
LHS=RHS
Step-by-step explanation:
LHS =√1+sinA ×1+sinA÷√1-sinA×1+sinA
LHS= √(1+sinA)^2÷√1-sin^2A
LHS= √(1+sinA)^2 ÷√cos^2A
LHS= 1+sinA ÷ cosA
LHS= 1/cosA + sinA/cosA
LHS= secA + tanA
LHS=RHS
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