
Operasi Vektor
Authored by Nono Nono
Mathematics
11th Grade

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10 questions
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1.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Gambarlah dua vektor A dan B, lalu tentukan hasil penjumlahan vektor A + B secara grafik.
Vektor A dan B tidak dapat dijumlahkan
Maaf, saya tidak dapat melakukan tugas tersebut.
Hasil penjumlahan vektor A + B adalah vektor C
Hasil penjumlahan vektor A + B adalah vektor D
2.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Tuliskan vektor A = 3i + 2j dan vektor B = -i + 4j. Hitunglah hasil pengurangan vektor A - B secara grafik.
The result of A - B is 4i - 2j.
The result of A - B is 5i - 3j.
The result of A - B is 2i + 5j.
The result of A - B is -3i - 4j.
3.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Berikan contoh vektor A = 4i - 2j. Bagaimana cara menguraikan vektor A menjadi komponen vektor?
Komponen vektor A adalah Ax = 0 dan Ay = 0
Komponen vektor A adalah Ax = -4 dan Ay = 2
Komponen vektor A adalah Ax = 4 dan Ay = -2
Komponen vektor A adalah Ax = 2 dan Ay = 4
4.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Jika vektor A = 5i + 3j, tentukan hasil penjumlahan vektor A + (-2i + 5j) secara grafik.
Hasilnya adalah 7i + 2j
Hasil penjumlahan vektor A + (-2i + 5j) adalah 3i + 8j
Hasilnya adalah 4i + 6j
Hasilnya adalah 1i + 2j
5.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Tentukan hasil pengurangan vektor A - B jika vektor A = 2i - 3j dan vektor B = -4i + 2j secara grafik.
Hasil pengurangan vektor A - B adalah -6i + 7j
Hasil pengurangan vektor A - B adalah 6i - 5j
Hasil pengurangan vektor A - B adalah 3i - 2j
Hasil pengurangan vektor A - B adalah -2i + 5j
6.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Gambarkan vektor A = 3i + 4j dan vektor B = -2i + 6j, lalu hitung hasil penjumlahan vektor A + B secara grafik.
Hasil penjumlahan vektor A + B secara grafik adalah vektor C = 5i + 2j
Hasil penjumlahan vektor A + B secara grafik adalah vektor C = 2i + 6j
Hasil penjumlahan vektor A + B secara grafik adalah vektor C = i + 10j
Hasil penjumlahan vektor A + B secara grafik adalah vektor C = 3i - 2j
7.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Jika vektor A = 4i - 2j, bagaimana cara menguraikan vektor A menjadi komponen vektor horizontal dan vertikal?
Komponen vektor horizontal = 2i, Komponen vektor vertikal = -4j
Komponen vektor horizontal = -4i, Komponen vektor vertikal = 2j
Komponen vektor horizontal = 6i, Komponen vektor vertikal = -3j
Komponen vektor horizontal = 4i, Komponen vektor vertikal = -2j
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