If q cos θ = p, find tan θ - cot θ in terms of p and q.
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From the figure (1) given below, find the values of :
(i) sin ∠ABC
(ii) tan x - cos x + 3 sin x
From the figure (2) given below, find the values of :
(i) 5 sin x
(ii) 7 tan x
(iii) 5 cos x - 17 sin y - tan x
Given 4 sin θ = 3 cos θ, find the values of :
(i) sin θ
(ii) cos θ
(iii) cot2 θ - cosec2 θ