If sin A+cos A=√2 sin(90-A),show that cot A=√2+1 - rr48pu00

Answer for If sin A+cos A=√2 sin(90-A),show that cot A=√2+1 - rr48pu00

Sin theta+ cos theta = root 2 sin (90-theta ) show that cot theta = root 2 + 1

Prove that: tan (90° - A) cot A/ cosec^2 A - cos^2 A = 0 - Sarthaks eConnect

If sin A+cos A=√2 sin(90-A),show that cot A=√2+1 - rr48pu00

If sin theta+cos theta=sqrt {2}sin (90^{o}-theta), then cot theta=sqrt {2}-1sqrt {2}+1dfrac {sqrt {2}+1}{2sqrt {2}+1}dfrac {2sqrt {2}}{sqrt {2}+1}

Telugu] If Sin^(2) theta = K^(2) ( 0 lt k lt 1) and 180^(@) lt theta

If ( sin A + cos A = sqrt { 2 } sin ( 90 - A ) , ) then obtain the value of cotA

If sin theta + cos theta = sqrt{2 } cos (90^{o}- theta) Determine cot theta.

If sintheta+costheta=sqrt(2)sin(90^@-theta) , determine cottheta .

If sintheta+costheta=sqrt(2)cos(90o-theta) , find cottheta .