"NAVAS"
7.
![](data:image/png;base64,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)
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)
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)
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)
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)
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)
LATIHAN PERSIAPAN PTS SEMESTER GENAP
1.Sederhanakan perbandingan berikut
a.36 : 52
b.2,5m : 175 cm
2.Tinggi badan Furi : Simon = 4:5 jika tinggi badan Furi =
148 cm ,tentukan tinggi badan Simon
3.Frans menggunakan motor Automaticnya dan menghabiskan BBM sebanyak 2 liter untuk menempuh jarak 55 Km,Jika Ia akan
menempuh jarak sejauh 275 Km ,berapa
liter BBM diperlukan oleh Frans.
4.Dua buah
persegi sisinya berbanding 1 : 3
, tentukan perbandingan dari
a.Keliling persegi I ; Keliling persegi II
b. Luas persegi I : Luas persegi II
5.Ibu mmembeli kain sepanjang 5 m seharga Rp 35 .000,- berapa Ibu harus
membayar jika membeli 22,5 m kain sejenis ?
6.Seorang ibu Asrama menghabiskan persedian makananya dalam
18 hari untuk 10 anak kos , Jika penghuni kost ternyata bertambah 2 orang lagi
,dalam berapa hari persediaan makanan akan Habis ?
7.
9.Salin dan lengkapi table berikut.
H beli
|
H Jual
|
Untung
|
rugi
|
Persen U / R
|
2000.000
|
2 150.000
|
…
|
…
|
|
5000.000
|
…
|
200.000
|
…
|
|
……
|
25.5000
|
5.5000
|
….
|
|
6.000.000
|
……………………
|
300.000
|
….
|
10.Seorang pedagang membeli
6 lisin buku dengan harga semua =Rp 90.000 ,Jika kemudian dijualnya lagi
dengan hargu jual ecera per buku =Rp
2.000,-
Hitung Berapa Untung atau ruginya.
11.Ibu membeli tas kerja seharga Rp300.000,- Setelah
mendapat diskon ibu hanya membayar Rp240.000,-Berapa persen diskon harga tas
tersebut?
12.Paman menjual jam tangan miliknya seharga Rp
540.000,-Ternyata Ia merugi sebesar 10 %. Berapakah harga beli jam tersebut ?
13.Andreas menabung uang sebesar Rp 4.000.000ke bank “
Sejahtera “ Ia mendapatkan bunga sebesar
8 %,Berapakah besar uang Andreas setelah 15 bulan ?
14.Pak slamet menjual sepedanya seharga Rp 2.100.000,- ,Jika ia untung sebesar 5 % ,
Hitung berapa harga beli sepeda tersebut!
15. 5 karung beras
tertulis tiap karung bruto 50 kg.jika setelah ditmbang berasnya saja seua
adalah 248 kg ,tentukan persen tara nya !
16.Lihat table , dan lengkapi !
Bruto
|
Neto
|
Tara
|
Persen
tara
|
80 kg
|
78 kg
|
…..
|
…
|
200 kg
|
…….
|
…..
|
1 %
|
17.Ayah membeli seperangkat Computer dengan harga semua = Rp
15.000.000,- Jika dikenai PPn sebesar 10 % , Berapa ayah harus membayar?
18.Jelaskan ,apa yang dimaksud dengan :
a.garis sejajar b.
sudut
19.Hitung : a. 103 0 25’44’’ + 280
45’37’’ =…. B.550
18’ 19’’ – 2 0 0 36’45’’ = ….
20.Tentukan jenis sudut berikut
a. 390 b.890
99’ c.1770 d.
2140
21.Tentukan :a.komplemen dari 72,50 b. suplemen
dari 340
22.Salin dan lengkapi !
Sudut
|
Jenis sudut
|
900
|
|
1350
|
|
179,990
|
|
0.0020
|
25. Sebutkan pasangan sudut dalam berseberangan bertolak belakang
26.sebutkan pasangan sudut luar sepihak dan dalam sepihak
27.tulis pasngan sudut yang saling berpelurus
1.Ibu membuat suatu kue sebanyak 80 kue, membutuh kan tepung
6 kg.Hitung berapa kg tepung diperlukan untuk membuat 280 kue yang sama.
2.Seorang pedagang membeli Beras jenis A sebanyak 5 Kwt dengan harga Rp 6.000.000,- dan jenis b
sebanyak 5 Kwt seharga 4.500.000,-Kemudian
pedagang tersebut mencampurnya dan dijual eceran seharga Rp 11.500,-/kg
Hitung untung atau ruginya ?
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