Test savollar.
I variant.
1. log 22 nechaga teng?
a) 2 b) 1 c) 0 d) -1
2. log 71 nechaga teng?
a) 1 b) 0 c) 7 d) -1
3. Tenglamani yeching : log 3x = 2
a) 3 b) 2 c) 9 d) 6
4. Tenglamani yeching : lg x = 3
a) 1000 b) 100 c) 10 d) 10000
5. logarifmik funksiyani toping.
a) y=ax b) y=logax c) y=xn d) y=ex
6. f(x)=3x+2 funksiya hosilasini toping.
a) 3 b) 2 c) 3x d) 3x+2
7. f(x)=sinx funksiya hosilasini toping.
a) cosx b) sinx c) -cosx d) -sinx
8. f(x)=2x funksiya hosilasini toping.
a) 2x b) 2x c) 2x ln2 d) 2ln2
9. f(x)=x-19 funksiya hosilasini toping.
a) x -20 b) x19 c) -19x-20 d) -19x20
10. y=lnx funksiya hosilasini toping.
a) lnx b) c) x d) ex
11. Funksiya hosilasini toping. 2x4+4x3
a) 8x3+12x2 b) 2x+4x c) 8x+12x d) 8x4+12x3
12. Berilgan funksiyaga teskari funksiyani toping. y = 9x + 1
a) y = x + 3 b) y = x + 9 c) y = d) y =-x +
13. Berilgan funksiyaga teskari funksiyani toping. y = x+3
a) y = 2x - 6 b) y = 3x + 4 c) y = + 2 d) y =-3x - 4
14. Boshi va oxiri berilgan vektor koordinatasini toping.
A = {4;-2;0} B = {3; 9;1}
a) (0;1;3) b) (-1;11;1) c) (0;2;3) d) (1;-11;-1)
15. Boshi va oxiri berilgan vektor koordinatasini toping.
A = {1;0;2} B = {2;3;-4}
a) (1;3;-6) b) (1;2;0} c) (9;0;3) d) (1;-1;4)
16. (4;2;4) vektorning modulini, ya’ni uzunligini toping.
a) | | = b) | | = 6 c) | | = 3 d) | | = 8
17. (2; -6; 3) vektorning modulini, ya’ni uzunligini toping.
a) | | = 8 b) | | = 7 c) | | = 9 d) | | = 6
18 (-1; 0; 2) vektorning modulini, ya’ni uzunligini toping.
a) | | = b) | | = c) | | = d) | | = 6
19 Quyidagi ikki nuqta orqsidagi masofani toping. A =(2; 3; 4} B = (-1; 0; 3)
a) A1A2 = b) A1A2 = c) A1A2 = d) A1A2 =
20. Quyidagi tayanch so’z iboralaridan qaysilari matematika faniga tegishli?
a) optika, lupa, vatt b) diagnoz, symptom, baksina
c) ellips, yuza, hajm d) yurak, muskul, aorta.
21. Quyidagi tayanch so’z iboralaridan qaysilari matematika faniga tegishli?
a) reaksiya, davriy jadval, yod b) arifmatika, п soni, prizma
c) lug’at, tarjima, ega d) tomir, mushak, buyrak
22. Funksiyaning maksimum nuqta qoidasini toping.
a) hosilaning ishorasi musbatdan manfiyga o’zgaradi.
b) hosilaning ishorasi manfiydan musbatga o’zgaradi.
c) X0 ekstrimum nuqta
d) hosila ishorasi o’zgarmasa
23. Funksiyaning monoton oraliqlari deb nimaga aytiladi?
a) funksiyaning o’sish va kamayish oraliqlariga
b) funksiyaning maksimum va minimum nuqtalaqiga
c) funksiyaning statsionar nuqtasiga
d) funksiyaning ekstremum nuqtalariga
24. Funksiyaning ekstrimum nuqtalari deb qanday nuqtalarga aytiladi?
a) funksiyaning o’sish va kamayish oraliqlariga
b) funksiyaning maksimum va minimum nuqtalaqiga
c) funksiyaning statsionar nuqtasiga
d) funksiyaning monoton oraliqlari
25. f /(3) ni hisoblang. f(x) = 6x3+8x2
a) 200 b) 210 c) 190
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