Konversi
Ko Polar → Ko Kartesius
(k,a) → (x,y)
titik (4 , 1/12 π)
x = k cos a
x = 4 cos (π/12)
x = 4 cos 15°
x = 4 × 1/4 (√2 + √6)
x = √6 + √2
y = k sin a
y = 4 sin (π/12)
y = 4 sin 15°
y = 4 × 1/4 (√6 - √2)
y = √6 - √2
Koordinat kartesius dari (4 , 1/12 π) :
(√6 + √2 , √6 - √2)
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Konversi
Ko Polar → Ko Kartesius
(k,a) → (x,y)
titik (4 , 1/12 π)
x = k cos a
x = 4 cos (π/12)
x = 4 cos 15°
x = 4 × 1/4 (√2 + √6)
x = √6 + √2
y = k sin a
y = 4 sin (π/12)
y = 4 sin 15°
y = 4 × 1/4 (√6 - √2)
y = √6 - √2
Koordinat kartesius dari (4 , 1/12 π) :
(√6 + √2 , √6 - √2)