If `msintheta=nsin(theta+2alpha)`, then prove that `tan(theta+alpha)cotalpha=(m+n)/(m-n)`.

Similar Questions

Explore conceptually related problems

If msintheta=n sin(theta+2alpha), prove that tan(theta+alpha)cotalpha=(m+n)/(m-n)dot

If m sin theta=n sin(theta+2 alpha), prove that tan(theta+alpha)cot alpha=(m+n)/(m-n)

If sintheta=nsin(theta+2alpha) then prove that, tan(theta+alpha)=(1+n)/(1-n)tanalpha

If sin theta=n sin(theta+2 alpha), prove that tan(theta+alpha)=(1+n)/(1-n)tan alpha

If sin theta=n"sin"(theta+2alpha) , prove that tan(theta+alpha)=(1+n)/(1-n)tanalpha .

If m sin theta=n sin(theta+2 alpha), then tan(theta+alpha)=

If sin theta = nsin(theta +2alpha) then tan(theta + alpha) =

If sin theta= n sin(theta+2 alpha) , show that : tan(theta+ alpha)=(1+n)/(1-n) tan alpha .

If sin theta=n sin (theta+2a) ,show that tan(theta+alpha)=(1+n)/(1-n) tan alpha .