E)![](data:image/png;base64,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)
9. Тең қабырғалы үшбұрыштың биіктігі см. Осы үшбұрышқа іштей сызылған шеңбердің радиусын табыңыз.
A) см
B) см
C)45 см
D)30 см
E)20 см
10. ABCD параллелограмы берілген. болса, онда векторының координатасы неге тең болатыны анықтаңыз.
A)![](data:image/png;base64,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)
B)
C)![](data:image/png;base64,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)
D)
E)![](data:image/png;base64,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)
11. Егер болса, онда a, b, c, d сандарын өсу ретімен жазыңыз.
A)a, b, d, c
B)b, c, d, a
C)b, d, a, c
D)c, a, d, b
E)a, d, c, b
12. Теңдеулер жүйесін шешіңіз:
A)
B)
Достарыңызбен бөлісу: |