In Fig. 14.13, AD=DB and `/_B=90^@` then find the values of the following `(i) sin theta (ii) cos theta (iii) tan theta`

In the adjoining figure , AM =BM and angleB=90^(@). If angleBCM=theta , then find the values of the following : (i) sintheta (ii) tan theta (iii) sec theta

In the adjoining figure , AM =BM and angleB=90^(@). If angleBCM=theta , then find the values of the following : (i) sintheta (ii) tan theta (iii) sec theta

Find the value of theta in each of the following: (i) 2sin2theta=sqrt(3) (ii) 2cos3theta=1 (iii) sqrt(3)tan2theta-3=0

If b tan theta = a find the value of (cos theta + sin theta )/( cos theta - sin theta)

Find the value of theta in each of the following: (i) 2sin2 theta=sqrt(3)(ii)2cos3 theta=1(iii)sqrt(3)tan2 theta-3=0

If tan theta = 4/3 , find the value of (sin theta + cos theta) .

If tan theta=(m)/(n), then find the value of cos theta and sin theta.

If 5 tan theta =4 then find the value of (5 sin theta - cos theta)/(sin theta + 3 cos theta)

If tan theta = -4/3 , find the value of (sin theta + cos theta) .

If tan theta=(a)/(b) then find the value of (cos theta+sin theta)/(cos theta-sin theta)