Penjelasan dengan langkah-langkah:
cos a = k
cari sin a
= √(1 - cos²a)
= √(1 - k²)
a) sin (90° - a)
= cos a
= k
b) tan (90° - a)
= cot a
= cos a/sin a
= k/√(1 - k²) → rasionalkan
= k/√(1 - k²) . √(1 - k²)/√(1 - k²)
= k . √(1 - k²)/1 - k²
= (k√(1 - k²)/(1 - k²)
c) cos (90° - a)
= sin a
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Verified answer
Penjelasan dengan langkah-langkah:
cos a = k
cari sin a
= √(1 - cos²a)
= √(1 - k²)
a) sin (90° - a)
= cos a
= k
b) tan (90° - a)
= cot a
= cos a/sin a
= k/√(1 - k²) → rasionalkan
= k/√(1 - k²) . √(1 - k²)/√(1 - k²)
= k . √(1 - k²)/1 - k²
= (k√(1 - k²)/(1 - k²)
c) cos (90° - a)
= sin a
= √(1 - k²)