∶

∶
9

12 + 2 = 0
4 − 81 + 108 = 0
4 2 − 108 + 81 = 0
81 2 − 4 + 108 = 0
81 2 − 108 + 4 = 0
108 2 − 4 + 81 = 0

(4 + 1) − 13 = 9 (1 − )

"

−

+

"
∈

(−2)

( )= 2 + 1
( ° )( + 1) = −2

| | = √6

−4

−2

−

+2

.

+

−4 −1

=0

.

+ ( + 4) + 1 = 0

−

=3
4
−4
2
2

−2
2
4

( )=2

= (−1 2 3)

−

2

= (

4

)

= (−4 8 − 3)

2 –3

−

=

=
= 3

(2, −10)
(2, 10)
(10, 2)
(−10, 2)
(10, −2)
{−4 ≤
{−5 ≤
{−4 ≤
{−5 ≤
{−5 ≤
−
−
0

( ,

≤ −1
< −2
< −1
≤ −2
< −1

)

= −2

(

(−4, 6)

+ − 2) ≤ 1
2 ≤ ≤ 5}
1 < ≤ 4}
2 < ≤ 5}
1 ≤ ≤ 4}
2 < ≤ 4}
5

− 26. 5 + 5 = 0

−

=8
−

−

sin

−

+2

2
2 cos
2 sin 2
2 cos 2
cos 2

−
−

+ sin

4 sin

+ 4 cos − 1 = 0

−2

∫ (3 − 2)(4 + )

= 50

3
2
2
3
3
4

∫
sin +
cos +
sin +

cos +
cos

+

= −4 − 3
= +3
= −4
= −8
= −4 + 8

=2

−5

+7
15
15
14
14
10

To mat diknas 1112 02

  • 1.
  • 2.
    9 12 + 2= 0 4 − 81 + 108 = 0 4 2 − 108 + 81 = 0 81 2 − 4 + 108 = 0 81 2 − 108 + 4 = 0 108 2 − 4 + 81 = 0 (4 + 1) − 13 = 9 (1 − ) " − + "
  • 3.
    ∈ (−2) ( )= 2+ 1 ( ° )( + 1) = −2 | | = √6 −4 −2 − +2 . + −4 −1 =0 . + ( + 4) + 1 = 0 − =3
  • 4.
    4 −4 2 2 −2 2 4 ( )=2 = (−12 3) − 2 = ( 4 ) = (−4 8 − 3) 2 –3 − = =
  • 5.
    = 3 (2, −10) (2,10) (10, 2) (−10, 2) (10, −2) {−4 ≤ {−5 ≤ {−4 ≤ {−5 ≤ {−5 ≤ − − 0 ( , ≤ −1 < −2 < −1 ≤ −2 < −1 ) = −2 ( (−4, 6) + − 2) ≤ 1 2 ≤ ≤ 5} 1 < ≤ 4} 2 < ≤ 5} 1 ≤ ≤ 4} 2 < ≤ 4} 5 − 26. 5 + 5 = 0 − =8
  • 7.
    − − sin − +2 2 2 cos 2 sin2 2 cos 2 cos 2 − − + sin 4 sin + 4 cos − 1 = 0 −2 ∫ (3 − 2)(4 + ) = 50 3
  • 8.
    2 2 3 3 4 ∫ sin + cos + sin+ cos + cos + = −4 − 3 = +3 = −4 = −8 = −4 + 8 =2 −5 +7
  • 9.