Matematika

Pertanyaan

carilah luas permukaan balok dengan panjang sisi berikut:
a. p = 25 cm, l = 12 cm, t = 10 cm
b. p = 5 dm, l = 45 cm, t = 5 dm
c. p = 3,2 m, l = 18 cm, t = 65 cm

2 Jawaban

  • a. Lp = 2(p . l) + 2(p . t) + 2(l . t)
    = 2(25 . 12) + 2(25 . 10) + 2(12 . 10)
    = 2(300) + 2(250) + 2(120)
    = 600 + 500 + 240
    = 1.340 cm²

    b. Lp = 2(p . l) + 2(p . t) + 2(l . t)
    = 2(50 . 45) + 2(50 . 50) + 2(45 . 50)
    = 2(2250) + 2(2500) + 2(2250)
    = 4500 + 5000 + 4500
    = 14.000 cm²

    c. Lp = 2(p . l) + 2(p . t) + 2(l . t)
    = 2(320 . 18) + 2(320. 65) + 2(18 . 65)
    = 2(5.760) + 2(20.800) + 2(1.170)
    = 11.520 + 41.600 + 2.340
    = 55.460 cm²
  • A. Luas permukaan = 2(p.l + p.t + l.t)
    = 2 × (25.12)+(25.10)+(12.10)
    = 2 × (300+250+120)
    = 2 × 670
    = 1.340 cm²
    B. p = 5 dm = 50 cm
    t = 5 dm = 50 cm
    Luas permukaan = 2(p.l + p.t + l.t)
    = 2 × (50.45)+(50.50)+(45.50)
    = 2 × (2.250+2.500+2.250)
    = 2 × 7000
    = 14.000 cm²
    C. p = 3.2 m = 320 cm
    Luas permukaan = 2(p.l + p.t + l.t)
    = 2 × (320.18)+(320.65)+(18.65)
    = 2 × (5.760+20.800+1.170)
    = 2 × 27.730
    = 55.460 cm²

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