Bagian 3

Presentation

•

Mathematics

•

8th Grade

•

Practice Problem

•

Hard

Asep Zaenudin

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2 Slides • 9 Questions

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PERSIAPAN ASAS
BAGIAN 3

Multiple Choice

Sebuah segitiga dengan panjang sisi miringnya adalah c dan panjang dua sisi tegaknya berturut-turut adalah a dan b . Jika segitiga ini memenuhi teorema pythagoras maka hubungan sisi-sisinya dapat dinyatakan dalam bentuk ….

C²= a² + b²

C²= a² - b²

b²= a² - c²

a²= b² - c²

Multiple Choice

17 cm

18 cm

19 cm

20 cm

Multiple Choice

23 cm

24 cm

25 cm

26 cm

Multiple Choice

Panjang sisi di bawah ini yang memenuhi tripel pythagoras adalah ….

4, 7 dan 9

10, 20 dan 30

12, 20 dan 15

15, 8, dan 17

Multiple Choice

12, 15, 21

12, 16, 20

15, 20, 25

16, 15, 31

Multiple Choice

1 : $\sqrt[]{3}$ : 2

$\sqrt[]{3}$ :1 : 2

$\sqrt[]{3}$ : 2 : 1

2 : $\sqrt[]{3}$ :1

Multiple Choice

Diketahui ∆MNO siku-siku di N dan panjang sisi MO = 20 cm dan ∠MON = 60°. Panjang sisi MN adalah ….

$20\sqrt[]{3}$

$30\sqrt[]{3}$

$40\sqrt[]{3}$

$10\sqrt[]{3}$

Multiple Choice

Diketahui ∆ABC dengan ∠BAC = ∠BCA = 45°. Perbandingan panjang sisi AB, BC, dan AC adalah ….

$\sqrt[]{2}:\ 1\ :\ 2$

$2\sqrt[]{2}:\ 1\ :\ 2$

$\sqrt[]{2}:\ 2\ :\ 1$

$1\ :\ 1\ :\sqrt[]{2}$

Multiple Choice

Diketahui ∆KLM denagn panjang sisi KM = 3 $\sqrt[]{2}$ cm dan ∠LKM = ∠LMK = 45°. Panjang sisi LM adalah ….

$\sqrt[]{2}$

$\sqrt[]{3}$

$\sqrt[]{5}$

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