7-sinflar uchun algebra va geometriya fanlaridan test savollari
Aprel oyi uchun 7-sinf o’quvchilariga mo’ljallangan
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7 sinflar-uchun-oylik-testlar
- Bu sahifa navigatsiya:
- A) romb B) ko’pburchak C) parallellogramm
- A) –1 B) 5 C) 1 D) –5 E) 0
Aprel oyi uchun 7-sinf o’quvchilariga mo’ljallanganTest. Algebra va GeometriyaMos tomonlari parallel burchaklarning ikkalasi ham o’tkir bo’lsa, … . ularning yig’indisi 1800ga teng. Ular o’zaro teng Ularning yig’indisi 3600ga teng Ulardan biri 900dan katta Ulardan biri 900dan kichik bo’ladi. Teng tomonli uchburchakda - … . A) bitta burchagi 900ga teng B) ikkita burchagi 900ga teng C) ikkita burchagi o’zaro teng D) hamma burchaklari 600dan bo’ladi E) teng tomonli uchburchak mavjud emas Qarama-qarshi tomonlari parallel bo’lgan to’rtburchak - … . A) romb B) ko’pburchak C) parallellogrammD) uchburchak E) bechburchak deyiladi Parallellogrammning diagonallari - … A)kesishish nuqtasida teng ikkiga bo’linadi B) ular o’zaro teng C) kesishish nuqtasida teng uchga bo’linadi D) ular o’zaro parallel E) ular o’zaro perpendikulyar Ikkita to’g’ri chiziqning kesishishidan hosil bo’lgan burchaklardan biri 750 bo’lsa, qolgan burchaklarni toping A) 750,1050,1050 B) 750, 750,1050 C) 750, 750, 750 D) 1050,1050,1050 E) 1800, 750, 1050 Teng yonli uchburchakning perimetri 10 ga teng, yon tomoni asosidan 12 marta uzun. Uchbburchakning asosi qanchaga teng? A) 0,8 B) 0,4 C) 0,5 D) 0,6 E) 0,7 Agar uchburchakning A, B va C burchaklari 1:2 va 3 sonlariga proporsional bo’lsa, B burchakni toping A) 300 B) 900 C) 600 D) 450 E) 1200 Qo’shni burchaklardan biri ikkinchisidan 160 katta. Shu qo’shni burchaklarni toping A) 160, 1040 B) 800, 960 C) 1480, 320 D) 820, 980 E) 620, 1180 9. Ikkita to’g’ri chiziqning kesishishidan hosil bo’lgan uchta burchakning yig’indisi 3150 ga teng. Shu burchaklardan kicigini toping. A) 600 B) 450 C) 700 D) 850 E) 500 Soatning minut mili 6 minutda necha gradusga buriladi? A) 200 B) 240 C) 360 D) 400 E) 600 May oyi uchun 7-sinf o’quvchilariga mo’ljallanganTest. Algebra va GeometriyaTenglamalar sistemasini qanoatlantiruvchi sonlar juftligini aniqlang A) (2; 3) B) (-2; 3) C) (3; 2) D) (-2; -3) E) (-3; 2) 2. x ni toping: A) 2 B) C) D) 1 E) –1 3.(x; y) sonlar jufti sistemaning yechimi bo’lsa, y+x ni toping A) 3 B) –3 C) 4 D) –1 E) 0 Koordinata tekisligida abssissasi musbat, ordinatasi manfiy bo’lgan nuqta qaysi chorakda yotadi? A) I B) II C) III D) IV E) I va II Funksiyaning berilish usullarini ko’rsating 1) tenglama 2) masala 3) formula 4) grafik 5) jadval 6) noma’lumlar orqali A) 1, 2, 3 B) 2, 3, 4 C) 3, 4, 5 D) 4, 5, 6 E) 1, 5, 6 Ikki sonning o’rta arifmetigi 7 ga, kvadratlarining ayirmasi 14 ga teng. Shu ikki son kvadratlarining yig’indisini toping A) 98,5 B) 56,25 C) 42,25 D) 96,5 E) 99,5 Uchta sonning nisbati 1:2:6 ga, ularning yig’indisi esa 459 ga teng. Shu sonlardan eng kattasining va eng kichigining ayirmasini toping A) 245 B) 255 C) 235 D) 275 E) 265 Tenglamalar sistemasini yeching: A) (1; -1) B) (0; 1) C) (0; 0) D) (1; 0) E) yechimga ega emas Funksiya S= 60 ·t formula bilan berilgan. S (3,5)ni aniqlang A) 210 B) 150 C) 24 D) 124 E) 250 y=2x+3 formula bilan berilgan funksiyada x ning –1 qiymatiga mos keluvchi y ning qiymatini toping A) –1 B) 5 C) 1 D) –5 E) 0Download 252 Kb. Do'stlaringiz bilan baham: |
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