If tan A2 = 32, then 1+cosA1−cosA =
-5
5
9/4
4/9
Given that tan A2 = 32.
1+cosA1−cosA = 2cos2A22sin2A2 = cot2A2 = (23)2 = 49
If cos(A-B) = 3/5 and tanA*tanB = 2 then
(a) cosA*cosB= 1/5 (c) cos(A+B)= -1/5
(b) sinA*sinB= 2/5 (d) sinA*sinB=4/5
If tan A2 = 32, then 1+cosA1−cosA =
In a right angled triangle, as shown below, if AB = 3 cm, BC = 4 cm then what is the value of cos A?