(Sec A by secA-1)+ (SecA by sec A+1)
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Hi ,
SecA/ ( secA - 1 ) + secA / ( secA+1)
= SecA[ 1/( secA-1) + 1/( secA+1 )]
= SecA [ ( secA+1 + secA-1 )/(sec²A-1²]
= SecA( 2secA ) / tan² A
= 2sec² A/ tan² A
= ( 2/cos² A ) / ( sin² A/cos² A )
= 2 /sin² A
= 2cosec²A
I hope this helps you.
:)
SecA/ ( secA - 1 ) + secA / ( secA+1)
= SecA[ 1/( secA-1) + 1/( secA+1 )]
= SecA [ ( secA+1 + secA-1 )/(sec²A-1²]
= SecA( 2secA ) / tan² A
= 2sec² A/ tan² A
= ( 2/cos² A ) / ( sin² A/cos² A )
= 2 /sin² A
= 2cosec²A
I hope this helps you.
:)
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