Вопрос № 42
Disposition of stright Ах+Ву+С=0, если А=0, С0:
parallel to axis ОХ;
axis ОХ;
parallel to axis ОУ;
axis ОУ;
passes through the origin coordinates;
Вопрос № 43
А(2; -3) and В(4;3). Coordinates of the point, divides the interval АВ in two:
(3;0).
(2; -3).
(4; 3).
(-2; 3).
(6; -3).
Вопрос № 44
Equalization of parabola, that symmetrical relative to the axis coordinates:
Вопрос № 45
Equalization of parabola, symmetrical relatively to axis of abscissas:
Вопрос № 46
Equalization of parabola directrix:
Вопрос № 47
Size of р parabola is calling:
Parameter.
Ordinate.
Abscissa.
Focus.
Directrix.
Вопрос № 48
Coordinates of focus F parabola:
и
Вопрос № 49
Coordinates of focus F parabola :
Вопрос № 50
Equalization of directrix parabola :
Вопрос № 51
Canonical equalization of hyperbola, where а=5, в=8:
Вопрос № 52
Canonical equalization of ellipse, if а=7, b=5:
Вопрос № 53
Canonical equalization, and distance between the focuses equal 8 and small axle b=3:
Вопрос № 54
Canonical equalization of ellipse, where large axle а=6 , concentricity. =0,5:
Вопрос № 55
What the dimension of matrix С=АВ, if А(m x k), В(k x n):
(m x n).
(k x n).
(n x m).
(m x k).
(n x n).
Вопрос № 56
What the dimension of matrix С=АВ, if А(2 x 3), В(3 x 4):
(2 x 4).
(2 x 3).
(2 x 2).
(3 x 4).
(4 x 3).
Вопрос № 57
What the dimension of matrix С=АВ, if А(3 x 4), В(4 x 1):
(3 x 1).
(3 x 4).
(4 x 4).
(3 x 3).
(1 x 3).
Вопрос № 58
What the dimension of matrix С=АВ, if А(2 x 4), В(4 x 2):
(2 x 2).
(4 x 2).
(2 x 8).
(2 x 4).
(4 x 4).
Вопрос № 59
Find an element С23 matrix С=АВ, if , :
10.
5.
-10.
-5.
-9.
Вопрос № 60
Find an element С12 matrix С=АВ, if , :
-5.
5 .
10.
-10.
-9.
Вопрос № 61
Find an element С33 matrix С=АВ, if, :
2.
-5.
-10.
10.
5.
Вопрос № 62
If the determiner square matrix equals zero, she called:
Singular.
Nonsingular.
Unit.
Inverse.
Diagonal.
Вопрос № 63
If the determiner if square matrix is not equal zero, she called:
Singular.
Nonsingular.
Unit.
Inverse.
Diagonal.
Вопрос № 64
The system of linear equalizations is calling compatible, if:
it has only one solution.
it has at least one solution.
It doesn’t have a solution.
The solutions consist from the whole numbers.
The solutions only positive numbers.
Вопрос № 65
n – unknown quantity, m – quantity of the equalization of the system. What kind of condition contribute application the Kramer’s rule?
m = n.
m n.
m n .
m < n.
m > n.
Вопрос № 66
Coordinates of focus F parabola :
Вопрос № 67
If the equalization’ system doesn’t have solution, then the system is calling:
Incompatible .
Compatible.
Determinate.
Heterogeneous.
Homogeneous.
Вопрос № 68
If in the Kramer’s method =0, х0, then a system:
Incompatible .
Compatible.
Determinate.
Heterogeneous.
Homogeneous.
Вопрос № 69
How is located the straight Ах+Ву+С=0, if В=0, С0:
Parallel to axis ОУ.
Axis ОХ.
Parallel to axis ОХ.
Axis ОУ.
Passes through the origin coordinates.
Вопрос № 70
Formula of the calculus of the distance from point М(х1,у1) to the straight Ах+Ву+С=0:
Вопрос № 71
In what meanings а and в these straights ах-2у-1=0, 6х-4у-в=0 are parallel:
а=3, в2.
а=2, в=2.
а=3, в=2.
а= -3, в2.
а=6, в6.
Вопрос № 72
In what meanings а and в these straights у = ах+2, у = 5х - в are parallel:
а= 5, в-2.
а= -1/5, в-2.
а= -1/5, в= -2.
а= -5, в= -2.
а5, в= -2.