Прямая и плоскость. Машанов В.И - 34 стр.

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№
вар.
1
A
1
a
ϕ
Прямая
γ
1
1
A (2,-1)
2x-3y-1=0 45°
γ
∈
)0,0(O
2
1
A (0,0)
2x-y+1=0 60°
OX||
γ
3
1
A (3,-1)
x-y+5=0 30°
OY||
γ
4
1
A (3,2)
4x-5y+1=0 45°
γ
∈
)0,0(O
5
1
A (3,-2)
3x-y+1=0 60°
OX||
γ
6
1
A (-2,0)
3x-y-2=0 30°
OY||
γ
7
1
A (1,2)
3x+5y-7=0 45°
γ
∈
)0,0(O
8
1
A (2,0)
3x-y+1=0 60°
OX||
γ
9
1
A (0,-2)
x+y-2=0 30°
OY||
γ
10
1
A (2,3)
4x+3y-7=0 45°
γ
∈
)0,0(O
11
1
A (2,3)
053 =+− y
60°
OX||
γ
12
1
A (4,1)
x-y=0 30°
OY||
γ
13
1
A (2,4)
3x+5y+8=0 45°
γ
∈
)0,0(O
14
1
A (2,0)
x- 3 y+1=0
60°
OX||
γ
15
1
A (3,2)
2x-y-1=0 30°
OY||
γ
16
1
A (4,-5)
3x-4y+1=0 45°
γ
∈
)0,0(O
17
1
A (1,0)
x- 3 y+2=0
60°
OX||
γ
18
1
A (0,2)
x- 3 y+2=0
30°
OY||
γ
19
1
A (2,-5)
2x+3y+5=0 45°
γ
∈
)0,0(O
20
1
A (3,0)
x- 3 y=0
60°
OX||
γ
21
1
A (2,3)
x- 3 y+1=0
30°
OY||
γ
22
1
A (2,-3)
3x-5y+2=0 45°
γ
∈
)0,0(O
23
1
A (2,0)
x- 3 y+1=0
60°
OX||
γ
24
1
A (2,0)
x-y+1=0 30°
OY||
γ
25
1
A (2,-5)
2x-4y+1=0 45°
γ
∈
)0,0(O 
 №        A1           a1       ϕ     Прямая γ
вар.
 1     A1 (2,-1)   2x-3y-1=0    45°   O(0,0) ∈ γ
 2     A1 (0,0)     2x-y+1=0    60°    γ || OX
 3     A1 (3,-1)    x-y+5=0     30°    γ || OY
 4     A1 (3,2)    4x-5y+1=0    45°   O(0,0) ∈ γ
 5     A1 (3,-2)    3x-y+1=0    60°    γ || OX
 6     A1 (-2,0)    3x-y-2=0    30°    γ || OY
 7     A1 (1,2)    3x+5y-7=0    45°   O(0,0) ∈ γ
 8     A1 (2,0)     3x-y+1=0    60°    γ || OX
 9     A1 (0,-2)    x+y-2=0     30°    γ || OY
10     A1 (2,3)    4x+3y-7=0    45°   O(0,0) ∈ γ
11     A1 (2,3)    3− y+5= 0    60°    γ || OX
12     A1 (4,1)      x-y=0      30°    γ || OY
13     A1 (2,4)    3x+5y+8=0    45°   O(0,0) ∈ γ
14     A1 (2,0)    x- 3 y+1=0   60°    γ || OX
15     A1 (3,2)      2x-y-1=0   30°    γ || OY
16     A1 (4,-5)   3x-4y+1=0    45°   O(0,0) ∈ γ
17     A1 (1,0)    x- 3 y+2=0   60°    γ || OX
18     A1 (0,2)    x- 3 y+2=0   30°    γ || OY
19     A1 (2,-5)   2x+3y+5=0    45°   O(0,0) ∈ γ
20     A1 (3,0)     x- 3 y=0    60°    γ || OX
21     A1 (2,3)    x- 3 y+1=0   30°    γ || OY
22     A1 (2,-3)    3x-5y+2=0   45°   O(0,0) ∈ γ
23     A1 (2,0)    x- 3 y+1=0   60°    γ || OX
24     A1 (2,0)      x-y+1=0    30°    γ || OY
25     A1 (2,-5)   2x-4y+1=0    45°   O(0,0) ∈ γ

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