арктика и антарктида: они похожи
найдем точки пересечения
x^2 - 4x + 3 = 8
x^2 - 4x -5=0
х= -1 х = 5
x^2 - 12x + 35 = 8
x^2 - 12x + 27=0
х = 3 х= 9
x^2 - 4x + 3 =x^2 - 12x + 35
8х = 32
х = 4
1) интеграл от 4 до 5 (8-(x^2 - 4x + 3 ))= 8х -x^3 /3 +2x^2 -3x = 25 -125/3 +50 - 32 +64/3 -32 =11 61/3 = 31 1/3
2) интеграл от3 до 4 (8-(x^2 - 12x + 35)) = 8х - x ^3 /3 +6x^2 -35x = -27*4 -64/3 +96 +27*3 +9 -54 = 24 -21 1/3 =2 2/3
31 1/3 +3 2/3 = 35
7X + 12Y = - 5
4X - 9Y = 13
4X = 9Y + 13 ; X = 2,25Y + 3,25
7*( 2,25Y + 3,25) + 12Y = - 5
15,75Y + 22,75 + 12Y = - 5
27,75Y = - 27,75
Y = - 1
X = - 2,25 + 3,25 = 1
ОТВЕТ: X = 1 ; Y = - 1
14X + 7Y = - 4
49X - 7Y = 22
7Y = 49X - 22
14X + 49X - 22 = - 4
63X = 18
X = 18/63 = 2/7
7Y = 49 * 2/7 - 22 = 14 - 22 = - 8 ;
Y = - 8/7 = - 1 1/7
ОТВЕТ: X = 2/7 ; Y = - 1 1/7
( 2X - Y - 3 )*( X + 4Y + 5 ) = 0
X - Y = 5
Y = X - 5
2X - ( X - 5 ) - 3 = 0
X + 5 - 3 = 0
X = - 2
Y = - 7
X + 4Y + 5 = 0
X = Y + 5
Y + 5 + 4Y + 5 = 0
5Y = - 10
Y = - 2
X = - 2 + 5 = 3
ОТВЕТ ( 3 ; - 2 ); ( - 2 ; - 7 )
СЛОЖЕНИЯ
- 4X + 3Y = 3
9X - 5Y = 9
- 20X + 15Y = 15
27X - 15Y = 27
7X = 42
X = 6
- 24 + 3Y = 3
3Y = 27
Y = 9
ОТВЕТ Х = 6 ; Y = 9