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Tsu-2011 - ieeetsu

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amocanebi gamocdisaTvis<br />

44. SemTxveviTi sidide ganawilebulia normalurad saSualoTi<br />

250 da dispersiiT 50. ipoveT misi simkvrivis wiris qveS 180-dan 280-mde mo-<br />

Tavsebuli aris farTobi.<br />

45. garkveuli saxeobis Citis wona ganawilebulia normalurad saSualoTi<br />

0.8 kg da standartuli gadaxriT 0.12 kg. ipoveT albaToba imisa,<br />

rom SemTxveviT SerCeuli am saxeobis Citis wona moTavsebuli iqneba 0.74<br />

kg-sa da 0.95 kg-s Soris.<br />

46. SemTxveviTi sidide ganawilebulia normalurad da<br />

P{ 10} 0.67 , P{ 12} 0.937 . ipoveT E .<br />

47. SemTxveviTi sididis ganawilebis simkvrivea:<br />

2<br />

kx<br />

, Tu 0 x<br />

2,<br />

f<br />

() x 0, sxvagan .<br />

a). aCveneT, rom k 3/8 ; b). gamoTvaleT E ; g). ipoveT SemTxveviTi sididis<br />

mediana.<br />

48. saqmiani qali dRis ganmavlobaSi telefonze laparaks andomebs<br />

T saaTs. T SemTxveviTi sididis ganawilebis simkvrivea:<br />

1 (8 3<br />

x x ), Tu 0 x 2,<br />

fT<br />

() x 12<br />

0, sxvagan .<br />

ipoveT SemTxveviTi sididis: a). maTematikuri lodini; b). mediana; g).<br />

moda.<br />

49. uwyveti SemTxveviTi sididis ganawilebis simkvrivea:<br />

1 (4 2<br />

x x ), Tu 0 x 2,<br />

f<br />

() x 4<br />

0, sxvagan .<br />

ipoveT SemTxveviTi sididis mediana.<br />

50. uwyveti SemTxveviTi sididis ganawilebis simkvrivea:<br />

2<br />

<br />

c(2 x x ), Tu 0 x 2,<br />

f<br />

() x 0, sxvagan .<br />

ipoveT: a). c mudmivis mniSvneloba; b). albaToba P{0.25 <br />

0.5} .<br />

51. uwyveti SemTxveviTi sididis ganawilebis funqciaa:<br />

0, Tu x 0,<br />

<br />

F<br />

( x) sin x, Tu 0 x / 2,<br />

<br />

1, Tu x <br />

/ 2.<br />

ipoveT SemTxveviTi sididis: a). ganawilebis simkvrive: b). mediana.<br />

81

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