Kamis, 25 September 2014

SOAL BANGUN RUANG SISI LENGKUNG KELAS IX

Soal Bangun Ruang Sisi Lengkung
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

1. Luas permukaan tabung yang panjang jari-jari alasnya 9 cm, tinggi 22 cm, dan π = 3,14 adalah
    a. 876,06 cm2
    b. 1.130,4 cm2
    c. 1.497,78 cm2
    d. 1.752,12 cm22. Luas selimut tabung yang luas alasnya 1.256 cm2 , tinggi 48 cm, dan pendekatan π = 3,14 adalah
    a. 3.014,4 cm2
    b. 3.265,6 cm2
    c. 6.028,8 cm2
    d. 6.531,2 cm2
 3. Luas permukaan kerucut yang berdiameter 12 cm, tinggi 8 cm, dan pendekatan π = 3,14 adalah
    a. 150,72 cm2
    b. 188,4 cm2
    c. 25,2 cm2
    d. 301,44 cm2
4. volume tabung yang berdiameter 14 cm, tinggi 15 cm, dan π 22/7 adalah
    a. 660 cm2
    b. 770 cm2
    c. 2.310 cm2
    d. 9.240 cm2
5. luas permukaan bola yang volumenya 113.040 cm3 dan π = 3,14 adalah
    a. 376,8 cm2
    b. 2.826 cm2
    c. 11.304 cm2
    d. 1.437,33 cm2
6. volume bola terbesar yang dapat dimasukkan ke dalam kubus dengan panjang rusuk 21 cm adalah
    a. 1.386 cm3
    b. 4.851 cm3
    c. 14.553 cm3
    d. 38.808 cm3
7. volume sebuah kerucut 56,52 cm3. jika panjang jari-jari alasnya 3 cm dan π = 3,14, maka tinggi kerucut adalah
    a. 2 cm
    b. 3 cm
    c. 6 cm
    d. 9 cm
8. volume sebuah tabung 785 cm3, jika tinggi btabung 10 cm dan π = 3,14, maka luas permukaan tabung adalah
    a. 235,5 cm2
    b. 471 cm2
    c. 785 cm2
    d. 1.570 cm2
9. luas selimut kerucut yang keliling alasnya 75,36 cm, tinggi 16 cm, dan π = 3,14 adalah
    a. 602,88 cm2
    b. 753,6 cm2
    c. 1.205,76 cm2
    d. 9.034,2 cm2
10. luas permukaan bola 154 cm2 . volume bola tersebut dengan π = 22/7 adalah
    a. 44,92 cm3
    b. 179,67 cm3
    c. 359,33 cm3
    d. 1.437,33 cm3

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