. г 1
1. (0.5 ) 
≤ 2
| (-1; 1) | (-∞; 1) | [-1;1) | (-1; 1] | (-1; +∞) |
2. (0.5 ) 
 k 
|  k
|  k
|  k
|
3. (0.5 ) ³, 
. m n
| m = n | m  n
| m  n
| m≤n |
4. (0.5 ) , 11?
5. ( 0,5 ) (1-4) (-)
| |||
| f(x) = x 2 5 x 0 = 2 | |||
| |||
| 1 | ||
6. (1 ) 
1
7. (2 ) f(x) = 
8. 
, (π;0)
9. (2 ) 
10. (2 ) , 
y = 8-x
. г 2
1. (0.5 ) ≤ 2
| [2;3) | (-∞;3) | (2;+∞) | (2;3) | (3;+∞) |
2. (0.5 ) 
| 
|
| 
|
3. (0.5 )) ³, 
. m n
| m = n | m n
| m n
| m≤n |
4. (0.5 ) ϒ 1, 2, 3, 4, 5. - , 7?
5. ( 0,5 ) (1-4) (-)
| |||
f (x)=  
| |||
| |||
| 1 | ||
6. (1 ) S(t)=3t2 18t ( t , S - ). ?
7. (1 ) f(x) = 
8. (2 ) 
, .
9. (2 ) 
10. (2 ) , 
, y = 8x+1 x=2
. г 3
1. (0.5 ) ≤ 2
| (-1;0) | (-∞;2)  (0;+∞)
| (-2;0) | (-1; +∞) | (0; +∞) |
2. (0.5 ) 
 k
|  k
|  k
|  k
|  k
|
3. (0.5 ) ³, 
. m n
| m = n | m n
| m n
| m≤n |
4. (0.5 ) , 15?
|
|
|
5. ( 0,5 ) (1-4) (-)
| 2 | ||
| f(x) = x 3 4 0 = 2 | |||
| 4 | ||
| |||
6. (1 ) f(x )= cos2x 
7. (2 ) f(x) = 
8. 
, (π; 1)
9. (2 ) 
10. (2 ) , y = 6 - x
. г 4
1. (0.5 ) 
| (1;+∞) | (-∞; 1) | [1;+∞) | (-∞;0) [1;+∞)
| (0;1] |
2. (0.5 ) 
| 
| 
| p +2pk,
| pk,
|
3. (0.5 )) ³, 
. m n
| m = n | m n
| m n
| m≤n |
4. (0.5 ) 15 1 15. , , , 2, 3
| 
|
5. ( 0,5 ) (1-4) (-)
| |||
| f (x)= x3 x x0=2 | |||
| |||
| |||
6. (1 ) S(t)=3t2 12t + 7 ( t -, S- ). ?
7. (1 ) f(x) = x 3 - 48
8. (2 ) 
, .
9. (2 ) 
10. (2 ) , 
, y = 2x+1 x=3
