14. ning qanday qiymatlarida tenglik bajariladi:
15.Ifodaning qiymatini toping: .
А) ; ; c) ; d) .
16.Ifodaning qiymatini toping: .
А) 8100; B) 9 000; c) 800; d) 1000.
17.Ifodani soddalashtirib, o’zgaruvchiningko’rsatilganqiymatidauning qiymatini toping: ,bunda .
А) 5,7; B) 6,8; c) 5,8 d) 6,7.
18. Tenglamaniyeching:
А) 2; ; c) 3; d)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAASCAIAAAC1qksFAAABB0lEQVR4nGP5//8/Ay0BC01NH6wWGBkZ3b9//+vXrxISEp6enu3t7UJCQtS0AAguXLggLS397t27+vr61NTUtWvXUtOCc+fOQRhiYmJA5ysoKOBRTGkc/PnzR0ZGhiYW/P79+9mzZ8AgKi8vp4kF7OzsjIyMZWVlsbGxJFiwd+9eV1dXrEqZmZmBroZzf/78eevWLWAML1myJCYmhlgLnJ2d//37R8DxYMDKyqqtrQ30waJFi0iwgFQADCUWFnyGkGNBUFDQrFmzBAUFX716dejQIR8fH4i4jY3NkSNHqGDB69evlZSUgHEgKyubnp4eFxeHRzE5Fhw+fBirOKbzybSAJDD0LQAA9bdbFUhZnAoAAAAASUVORK5CYII=)
19. Agar a║b bo‘lsa, x = ?
20. ∆ABC da A ning bissektrissasi AN. bo`lsa, ANC ni toping.
21. Tenglamani yeching:
22. Agar bo’lsa, ni hisoblang.
23.МКРuchburchakdaМСmedianaКРtomonningyarmigateng.МКРuchburchakningM burchagini toping.
24. Burchaklari 2:4:6 kabi nisbatda bo’lgan uchburchakning kichik tomoni 3 ga teng bo’lsa, uning katta tomonini toping.
25.To’g’ri to’rtburchakning to’g’ri burchagi uchidan uning diagonaliga tushirilgan perpendikulyar to’g’ri burchakni 3:1 kabi nisbatda bo’ladi. Shu perpendikulyar bilan boshqa diagonal orasidagi burchakni toping.
Тесты о математике 7-класс (спец)
1-вариант
1. Вычислите: ![](data:image/png;base64,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)
A) 5 B) 3 C) 7 D) 11
2. Найдите значение выражения:
A) 0,5 B) 0,25 C) 1 D) 0,75
3. Решите уравнение:
A) –6 B) 6 C) 0 D) не имеет решения
4. Если a = , b = , , то найдите числовое значение алгебраического выражения .
A) B) 12 C) D)
5. Если , то a равно:
A) B) C) D)
6. Упростите выражение: 5у – (4у – (3у – (2у +( у – 1)))).
A) 2y + 1 B) 3y – 1 C) y – 1 D) y + 1
7. Решить уравнение: 0 .
A) 6 B) 1,6 C) 1 D) 2
8. Найдите произведение одночленов:
A) 12,5x11y7 B) –12,5x8y7 C) –12,5x11y7 D) 2,5x11y7
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