Asked by Anwar
                if tan=15/8 and cos negative then what is the value of [sin(-a)-cosa]/[tan(-a)+sec(-a)]
            
            
        Answers
                    Answered by
            Reiny
            
    Then tan is +, and the cos is -, so you must be in quadrant III
tan a = 15/8 = y/x
so y = -15 , x = -8, and r = 17
[sin(-a)-cosa]/[tan(-a)+sec(-a)]
= (-sina - cosa)/(-tana + seca)
= (15/17 + 8/17)/(-15/8 - 17/8)
= (23/17)(-8/32)
= -23/68
    
tan a = 15/8 = y/x
so y = -15 , x = -8, and r = 17
[sin(-a)-cosa]/[tan(-a)+sec(-a)]
= (-sina - cosa)/(-tana + seca)
= (15/17 + 8/17)/(-15/8 - 17/8)
= (23/17)(-8/32)
= -23/68
                    Answered by
            Anonymous
            
    This isnt the correct way u wont get the full marks for this sum if follow the above way... It should be soved by using the trigonometric formula 
    
                    Answered by
            Soumarshi 
            
    Thank you sir for solving this sum.......    if we follow the trigonometric way then it will be very easy 
    
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