The value of `cot7(1^0)/2+tan67(1^(@))/2-cot67(1^(@))/2-tan7 10/2` is

The value of cot7(1^0)/2+tan67(1^(@))/2-cot67(1^(@))/2-tan7(1^0)/2 is

The value of cot7(1)/(2) is

The value of tan67(1^(@))/(2)+cot67(1^(@))/(2) is

The value of tan 67 (1^(0))/(2)+cot 67 (1^(circ))/(2) is

tan 67 (1^(@))/(2) + cot 67 (1^(@))/(2) equals

cot7(1^@)/2-cot37(1^@)/2-cot52(1^@)/2+cot82(1^@)/2 =

Find the values of cot(67""1/2)^(@)

The value of (cot 54^(@))/(tan 36^(@)) + (tan 20^(@))/(cot 70^(@)) is.............. (A) 0 (B) 2 (C) -2 (D) 1

Find the values of tan(67""1/2)^(@)