Jawaban:
(r,@) = (2,30°)
Penjelasan dengan langkah-langkah:
x=√3
y=1
polar = (r,@)
r=√(x²+y²)
r=√((√3)²+1²)
r=√4
r=2
tan@ = y/x
tan@ = 1/√3
maka @ = 30°
sehingga koordinat polar
= (2,30°)
Konversi
Koordinat Kartesius → Koordinat Polar
(x,y) → (k,a)
titik (√3 , 1)
kuadran I
k = √(x² + y²)
k = √((√3)² + 1)
k = 2
a = arc tan (y/x)
a = arc tan (1/√3)
a = 30°
Koordinat polar dr (√3 , 1) → (2 , 30°)
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Jawaban:
(r,@) = (2,30°)
Penjelasan dengan langkah-langkah:
x=√3
y=1
polar = (r,@)
r=√(x²+y²)
r=√((√3)²+1²)
r=√4
r=2
tan@ = y/x
tan@ = 1/√3
maka @ = 30°
sehingga koordinat polar
= (2,30°)
Verified answer
Konversi
Koordinat Kartesius → Koordinat Polar
(x,y) → (k,a)
titik (√3 , 1)
kuadran I
k = √(x² + y²)
k = √((√3)² + 1)
k = 2
a = arc tan (y/x)
a = arc tan (1/√3)
a = 30°
Koordinat polar dr (√3 , 1) → (2 , 30°)