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SOAL LATIHAN 1
SOAL LATIHAN :
Tentukan harga F3 dan F4 berdasarkan persamaan :
F1 + F2 = F3 + F4 pada gambar di samping ini, jika
diketahui :
AB = 50 cm, AC = 20 cm,
F1 = 30 N, dan F2 = 40 N.
Solusi : IKUTI LANGKAH-LANGKAH BERIKUT INI
1. Buat gmb batang ACB, dg skala gmb : 1 : 10 , shg panj. AB = 5 cm dan AC = 2 cm
2. Buat gmb. Arah lintasan vektor F1,F2,F3, & F4 sesuai sudut yg diketahui.
3. Tentukan skala F : 1 cm = 10 N, shg panjang F1 = 30/10 x 1cm = 3 cm & F2 = 40/10 x 1cm = 4 cm
4. Buat gmb vektor F1 & F2 ditarik dr titik O, sesuai dg pers. ruas kiri F1 + F2 dan sesuai dg harga dan
arahnya.
5. Buar gmb vektor F3 dr titik O dan vektor F4 dr ujung F2 sesuai dg arah lintasannya shg berpotongan di
suatu titik.
6. Tentukan arah F3 = dr titik O ke titik perpotongan dan arah F4 = dr titik perpotongan ke ujung F2,
sesuai dg pers. ruas kanan F3 + F4
7. Ukur panjang F3 dan F4, shg di dpt : F3 = … cm/1cm x 10 N = … N dan F4 = … cm/1cm x 10 N = … N
SOAL LATIHAN 2
DIKETAHUI :
Batang ACB dg ukuran :
AB = 50 cm, AC = 20 cm
VA = 40 m/s ,dg arah spt pd gmb, = … ,
Arah VB dg arah spt pd gmb dg  = …. dan
Arah VBA =  AB
TENTUKAN :
a. Besar dan arah VB dan VBA berdasarkan
persamaan : VB = VA + VBA
b. Besar dan arah VC berdasarkan
persamaan : VC = VA + VCA
Jika VCA = 2/5 VBA dan arahnya = arah VBA
SOAL LATIHAN 3
DIKETAHUI :
Link yg tdk memiliki titik tetap
AB = 50 cm, AC = 20 cm
VA = 40 m/s , dg arah  = … ,
Arah VB dg  = ….
TENTUKAN :
Besar dan arah VB dan VC

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SOAL LATIHAN 2023.pptx

  • 1. SOAL LATIHAN 1 SOAL LATIHAN : Tentukan harga F3 dan F4 berdasarkan persamaan : F1 + F2 = F3 + F4 pada gambar di samping ini, jika diketahui : AB = 50 cm, AC = 20 cm, F1 = 30 N, dan F2 = 40 N. Solusi : IKUTI LANGKAH-LANGKAH BERIKUT INI 1. Buat gmb batang ACB, dg skala gmb : 1 : 10 , shg panj. AB = 5 cm dan AC = 2 cm 2. Buat gmb. Arah lintasan vektor F1,F2,F3, & F4 sesuai sudut yg diketahui. 3. Tentukan skala F : 1 cm = 10 N, shg panjang F1 = 30/10 x 1cm = 3 cm & F2 = 40/10 x 1cm = 4 cm 4. Buat gmb vektor F1 & F2 ditarik dr titik O, sesuai dg pers. ruas kiri F1 + F2 dan sesuai dg harga dan arahnya. 5. Buar gmb vektor F3 dr titik O dan vektor F4 dr ujung F2 sesuai dg arah lintasannya shg berpotongan di suatu titik. 6. Tentukan arah F3 = dr titik O ke titik perpotongan dan arah F4 = dr titik perpotongan ke ujung F2, sesuai dg pers. ruas kanan F3 + F4 7. Ukur panjang F3 dan F4, shg di dpt : F3 = … cm/1cm x 10 N = … N dan F4 = … cm/1cm x 10 N = … N
  • 2. SOAL LATIHAN 2 DIKETAHUI : Batang ACB dg ukuran : AB = 50 cm, AC = 20 cm VA = 40 m/s ,dg arah spt pd gmb, = … , Arah VB dg arah spt pd gmb dg  = …. dan Arah VBA =  AB TENTUKAN : a. Besar dan arah VB dan VBA berdasarkan persamaan : VB = VA + VBA b. Besar dan arah VC berdasarkan persamaan : VC = VA + VCA Jika VCA = 2/5 VBA dan arahnya = arah VBA
  • 3. SOAL LATIHAN 3 DIKETAHUI : Link yg tdk memiliki titik tetap AB = 50 cm, AC = 20 cm VA = 40 m/s , dg arah  = … , Arah VB dg  = …. TENTUKAN : Besar dan arah VB dan VC