$$$ 23
Тұрғындардың тұтыну шығыны ( ) және колда бар кірісі ( ) арасындағы тәуелдік: түрінде берілген. Регрессия теңдеуі бойынша дұрыс тұжырымды көрсетіңіз: (көрсеткіштер млн. теңгемен берілген):
A) қолда бар кіріс мөлшері 1 млн. теңге артуы тұтыну шығынының 100 мың теңге өсуіне әкеледі;
B) қолда бар кіріс мөлшері 1 млн. теңге артуы тұтыну шығынына әсер етпейді;
C) кіріс мүлдем жоқ болса, тұтыну шығыны 100 мың теңгені құрайды;
D) қолда бар кіріс мөлшері 1 млн. тенге артуы тұтыну шығынының 250 мың теңге өсуіне әкеледі;
E) қолда бар кіріс мөлшері 1 млн. тенге кемуі тұрғындардың тұтыну шығынына әсер етпейді.
$$$ 24
X және Y кездейсоқ шамалары келесі кестемен берілген
-
X \Y
|
-2
|
2
|
2
|
0
|
0.5
|
4
|
0.25
|
0.25
|
X және Y шамаларының математикалық үміттерін анықтаңыз.
A) М(Х) = 0; М(Y) = 1;
B) М(Х) = 1; М(Y) = 1;
C) М(Х) = 0; М(Y) = 0;
D) М(Х) = 3; М(Y) = 0;
E) М(Х) = 3; М(Y) = 1.
$$$ 25
Таңдаманың корреляция коэффициенті қай формуламен анықталады
A) 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)
Достарыңызбен бөлісу: |