1. Suhu badan Sincan selama 10 hari ditunjukan oleh table berikut .
Hari ke | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 |
Suhu (o C) | 35 | 36 | 37 | 36 | 37.5 | 38 | 37 | 38 | 38.5 | 37 |
a. Buatlah diagram garisnya.
b. Hari ke berapakah suhu terendah Sincan
Hari Pertama
c. Hari ke berpakah suhu tertinggi Sincan
Hari ke-9
Hari ke-9
2. Jumlah penduduk dari suatu kelurahan sebanyak 3600 orang , dengan berbagai tingkat pendidikannya ditunjukkan seperti pada table berikut.
Pendidikan | Jumlah |
SD SMP SMA/SMK Perguruan Tinggi | 100 orang 500 orang 2.100 orang 900 orang |
Jumlah Penduduk | 3.600 orang |
Buatlah diagram lingkarannya
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width="400">

3. 3. Dari hasil tes matematika kelas XI IPA sebanyak 20 siswa di peroleh hasil sebagai berikut.
82 52 47 35 39 62 83 52 75 95
72 65 80 78 76 56 68 85 92 43
a. Buatlah diagram batang dari data di atas.
Batang | Daun | |
9 | 2 5 | |
8 | 0 3 5 5 | |
7 | 2 5 6 8 | |
6 | 2 5 8 | |
5 | 2 2 6 | |
4 | 3 7 | |
3 | 5 9 | |
b. Berapakah nilai terendah dan tertingi yang dicapai siswa kelas XI IPA
35 dan 95
4. 4. Jumlah lulusan SD X dari tahun 2001 sampai dengan tahun 2005 ditunjukkan oleh tabel sebagai berikut.
Tahun | 2001 | 2002 | 2003 | 2004 | 2005 |
Jumlah | 125 | 175 | 150 | 165 | 170 |
a. Buatlah diagram batangnya.
b. Pada tahun berapakah jumlah lulusannya mencapai 175 siswa?
2002
c. Dari tahun 2001 sampai dengan tahun 2005, tahun berapakah jumlah lulusannya terendah?
2001