QUESTION 01 Tentukan koordinat kutub suatu titik dengan koordinat Cartesian \((-3,-3)\). \(( \sqrt{2}, 45^{\text{o}})\) \((\sqrt{2}, 225^{\text{o}})\) \((3 \sqrt{2}, 45^{\text{o}})\)...
QUESTION 01 Tentukan koordinat kutub suatu titik dengan koordinat Cartesian \((-3,-3)\). \(( \sqrt{2}, 45^{\text{o}})\) \((\sqrt{2}, 225^{\text{o}})\) \((3 \sqrt{2}, 45^{\text{o}})\)...
QUESTION 02 Tentukan koordinat kutub suatu titik dengan koordinat Cartesian \((2,-2\sqrt{3})\). \((4, 60^{\text{o}})\) \((4, 120^{\text{o}})\) \((4, 240^{\text{o}})\) \((4, 300^{\text{o}})\)...
QUESTION 02 Tentukan koordinat kutub suatu titik dengan koordinat Cartesian \((2,-2\sqrt{3})\). \((4, 60^{\text{o}})\) \((4, 120^{\text{o}})\) \((4, 240^{\text{o}})\) \((4, 300^{\text{o}})\)...
QUESTION 03 Tentukan koordinat Cartesian suatu titik dengan koordinat kutub \((10,135^{\text{o}})\). \((5 \sqrt{2}, 5 \sqrt{2})\) \((- 5 \sqrt{2}, 5...
QUESTION 03 Tentukan koordinat Cartesian suatu titik dengan koordinat kutub \((10,135^{\text{o}})\). \((5 \sqrt{2}, 5 \sqrt{2})\) \((- 5 \sqrt{2}, 5...
QUESTION 14 Tentukan nilai eksak dari \(\dfrac{\sin 1958^{\text{o}} \:.\: \cos 1290^{\text{o}}}{\sin 420^{\text{o}} \:.\: \cos 788^{\text{o}}}\) \(-2\) \(-1\) \(1\) \(2\)...
QUESTION 14 Tentukan nilai eksak dari \(\dfrac{\sin 1958^{\text{o}} \:.\: \cos 1290^{\text{o}}}{\sin 420^{\text{o}} \:.\: \cos 788^{\text{o}}}\) \(-2\) \(-1\) \(1\) \(2\)...
QUESTION 15 Tentukan nilai eksak dari \(\dfrac{\sin 965^{\text{o}} \:.\: \cos 1205^{\text{o}}}{\cos 25^{\text{o}} \:.\: \cos 55^{\text{o}}}\) \(-2\) \(-1\) \(1\) \(2\)...
QUESTION 15 Tentukan nilai eksak dari \(\dfrac{\sin 965^{\text{o}} \:.\: \cos 1205^{\text{o}}}{\cos 25^{\text{o}} \:.\: \cos 55^{\text{o}}}\) \(-2\) \(-1\) \(1\) \(2\)...
QUESTION 16 Jika \(\sin 28^{\text{o}} = p\), tentukan nilai \(\dfrac {\sin 118^{\text{o}} \:.\: \cos 208^{\text{o}}}{\tan 298^{\text{o}}}\) \(\sqrt{1 - p^2}\)...
QUESTION 16 Jika \(\sin 28^{\text{o}} = p\), tentukan nilai \(\dfrac {\sin 118^{\text{o}} \:.\: \cos 208^{\text{o}}}{\tan 298^{\text{o}}}\) \(\sqrt{1 - p^2}\)...