`tan 225^@ cot 405^@+ tan 765^@ cot 675^@=0`

Similar Questions

Explore conceptually related problems

tan225^(@)cot405^(@)+tan765^(@)cot675^(@)=0

Prove that tan225^(@)cot405^(@)+tan765^(@)cot675^(@)=0

Prove that tan225^@ cot405^@+tan675^@ cot315^@=2

Prove that: tan225^(@)cot405^(@)+tan765^(@)cot675^(0)=0

Prove that: t a n 225^0cot 405^0+t a n 765^0cot 675^0=\ 0

tan 585^(@) * cot 405^(@) + tan 675^(@) * cot 765^(@)=

Prove that: tan(-225^0)cot(-405^0)-tan(-765^0)cot(675^0)=0

The numerical value of tan 225^circ *cot 405^circ + tan 765^circ* cot 675^circ =______.

Prove that tan 315^(@) cot ( -405^(@) ) + cot 495^(@) tan (-585^(@)) = 2

Tan585^(@)Cot405^(@)+Tan675^(@)Cot765^(@)=