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06 Kunci Jawaban dan Pembahasan MAT IX

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22. <strong>Jawaban</strong>: c<br />

3 tahun cahaya = 3 × 9,46 × 1012 km<br />

= 28,38 × 1012 km<br />

= 2,838 × 1013 km<br />

23. <strong>Jawaban</strong>: c<br />

p = mv atau m = p<br />

, sehingga diperoleh:<br />

m= p<br />

v =<br />

5<br />

5× 10<br />

200<br />

=<br />

v<br />

5× 10<br />

2× 10<br />

24. <strong>Jawaban</strong>: c<br />

p= mv<br />

= 8,5 × 10 –31 × 2,5 × 107 = 8,5 × 2,5 × 10 –24<br />

= 21,25 × 10 –24<br />

= 2,125 × 10 –23 kg m/s<br />

25. <strong>Jawaban</strong>: c<br />

Diketahui: A = 10 mm2 = 10 × 10 –6 m2 = 1 × 10 –5 m2 σ = F<br />

A<br />

66 <strong>Kunci</strong> <strong>Jawaban</strong> <strong>dan</strong> <strong>Pembahasan</strong> PR Matematika Kelas <strong>IX</strong><br />

5<br />

2<br />

= 2,5 × 10 3 = 2.500 kg<br />

20<br />

= 5<br />

1 × 10 − = 20 × 105 = 2 × 1<strong>06</strong> N/m2 26. <strong>Jawaban</strong>: c<br />

Diketahui: ρ = 1 g/cm3 = 10 –3 kg/10 –6 m3 = 103 kg/m3 P = P0 + ρgh<br />

⇔ P – P0 = ρgh<br />

P−P0 ⇔ h=<br />

ρg<br />

5 5<br />

(4 × 10 ) − (1,01× 10 )<br />

=<br />

3<br />

10 × 10<br />

5<br />

2,99 × 10<br />

= 4<br />

10<br />

= 2,99 × 10<br />

= 29,9 m<br />

Jadi, penyelam berada pada kedalaman 29,9 m.<br />

27. <strong>Jawaban</strong>: d<br />

h = 1<br />

2 gt2<br />

⇔ 20 = 1<br />

× 10 × t2<br />

2<br />

⇔ 20 = 5 × t2 ⇔ t2 = 4<br />

⇔ t= 2<br />

28. <strong>Jawaban</strong>: d<br />

L = πr2 ⇔ 154 × 10 –6 = 22<br />

× r2<br />

7<br />

⇔ 154 × 7 × 10 –6 = 22 × r2 ⇔ 7 × 7 × 10 –6 = r2 ⇔ r = 7 × 10 –3<br />

29. <strong>Jawaban</strong>: a<br />

Vbola = 4<br />

× π × r3<br />

3<br />

⇔ 1,1304 × 10 –4 = 4<br />

× 3,14 × r3<br />

3<br />

⇔ 3,3912 × 10 –4 = 4 × 3,14 × r3 ⇔ 3,3912 × 10 –4 = 12,56 × r3 ⇔ r3 = 3,3912<br />

12,56<br />

⇔ r3 = 339,12<br />

12,56<br />

⇔ r3 = 27 × 10 –6<br />

⇔ r=<br />

× 10–4<br />

× 10–6<br />

3 6<br />

27 10 −<br />

×<br />

= 3 × 10 –2<br />

30. <strong>Jawaban</strong>: d<br />

Luas penampang logam = L = s 2<br />

2,56 × 10 –4 = s 2<br />

⇔ s 2 =<br />

Panjang diagonal =<br />

4<br />

2,56 10 −<br />

× = 1,6 × 10 –2 m = 1,6 cm<br />

2 2<br />

s + s =<br />

2<br />

2 1,6<br />

×<br />

= 2 m = 1,6 2 cm<br />

B. Uraian<br />

1. 275 – 5 × 313 – 312 = (33 ) 5 – 5 × 313 – 312 = 315 – 5 × 313 – 312 = 312 (33 – 5 × 3 – 1)<br />

= 312 (27 – 15 – 1)<br />

= 312 × 11<br />

2. Vtangki = 30.800 liter = 30.800 dm3 = 30,8 m3 V = πr2t 30,8 = 22<br />

7 × r2 × 5<br />

⇔ r2 30,8 × 7<br />

=<br />

22× 5<br />

1, 4 × 7<br />

⇔ r= = 1, 4 × 1, 4 = 2<br />

5<br />

(1,4) = 1,4 m<br />

Diameter = 2r = 2 × 1,4 = 2,8 m.<br />

Jadi, diameter tangki 2,8 m.<br />

3. Bola dimasukkan ke dalam kubus. Oleh karena<br />

sisi-sisi kubus menyentuh bola maka panjang rusuk<br />

kubus = diameter bola.<br />

Vbola = 4<br />

3 πr3 = 4 d<br />

π(<br />

3 2 )3<br />

⇔ 4.851 = 4<br />

3<br />

× 22<br />

7 ×<br />

3<br />

d<br />

8<br />

⇔ d3 4.851× 21<br />

=<br />

11<br />

⇔ d3 = 441 × 21<br />

⇔ d3 = 21 × 21 × 21<br />

⇔ d= 3 21× 21× 21 = 21 cm<br />

s<br />

s<br />

s

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