t an x cos x = 0 ; D : x = 2 π + kπ ; ( k ∈ Z ) t an x × cos x = 0 ⟺ t an x = 0 ∨ cos x = 0 t an x = 0 ⟺ x = kπ cos x = 0 ⟺ x = 2 π + kπ ∈ / D S o l u t i o n : x = kπ ( k ∈ Z )
Tan = sin / cos./ / /
Tan cos = (sin/cos) cos = sin = 0 / / / x = any multiple of 180 degrees.
To solve tan x cos x = 0 , set each factor to zero: tan x = 0 gives x = kπ , while cos x = 0 gives x = 2 π + kπ , with k ∈ Z . Thus, the complete solution set is formed by both equations' solutions. These represent all x-values where either tangent or cosine is zero.
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Jawaban: b. Adanya klorofil pada daun