Given that `x + siny = 2008, cosy + x = 2007,` where `0 lt= y lt= pi/2.` Find the value of `x + y.`

Given that x+sin y=2008,cos y+x=2007, where 0<=y<=(pi)/(2). Find the value of x+y

If sec x cos 5x+1=0 , where 0lt x lt 2pi , then x=

If sec x cos 5x+1=0 , where 0lt x lt 2pi , then x=

If sec x cos 5x+1=0 , where 0lt x lt 2pi , then x=

If sec x cos 5x+1=0 , where 0lt x lt 2pi , then x=

Given x + sin y = 2009 , x + 2009 cosy = 2 2008, where yin [0, (pi)/(2)] , then |x = y | = Where [*] represents the greatest integer function

If x+sin y=2010 and x+2010cos y=2009 where 0 lt y leq (pi)/(2) then the final value of [ x+y ]/(100) is (where . [.] denotes greatest integer function)