Find sin thita=m+n by 2

Into sec thita
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Hi ,
Here I am using A instead of theta.
SinA = ( m + n ) / ( 2√mn )
Cos² A = 1 - sin² A
= 1 - [ ( m+n ) / ( 2√mn ) ]²
= 1 - [ ( m + n )² / 4mn ]
= [ 4mn - ( m + n )² ] / 4mn
= { - [ ( m + n )² - 4mn ] }/ 4mn
= [ - ( m - n )² ] / 4mn
CosA= ( m - n )/2×√ [ -1 / mn]
SecA = 1/cosA
= 2√ (-mn ) / ( m - n )
I hope this helps you.
: )
Here I am using A instead of theta.
SinA = ( m + n ) / ( 2√mn )
Cos² A = 1 - sin² A
= 1 - [ ( m+n ) / ( 2√mn ) ]²
= 1 - [ ( m + n )² / 4mn ]
= [ 4mn - ( m + n )² ] / 4mn
= { - [ ( m + n )² - 4mn ] }/ 4mn
= [ - ( m - n )² ] / 4mn
CosA= ( m - n )/2×√ [ -1 / mn]
SecA = 1/cosA
= 2√ (-mn ) / ( m - n )
I hope this helps you.
: )
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