1 или если -3+(-4)=-7
Пошаговое объяснение:
-3+(+4)=-3+4=1
-3+(-4)=-7
![z= \sqrt[3]{-1+3i}](/tpl/images/0181/0638/3f0ed.png)
и воспользуемся формулами![\sqrt[n]{r(cos \beta +isin \beta )} = \sqrt[n]{r} (cos \frac{ \beta }{n} +isin \frac{ \beta }{n} )](/tpl/images/0181/0638/d034c.png)
![z_1= \sqrt[3]{10}(cos36^0+isin36^0) z_2= \sqrt[3]{10}(cos156^0+isin156^0) z_3=\sqrt[3]{10}(cos276^0+isin276^0)](/tpl/images/0181/0638/40818.png)
2 2/11 * x - 5/16 = 1 3/4
2 2/11 * x = 1 3/4 + 5/16
2 2/11 * x = 1 12/16 + 5/16
2 2/11 * x = 1 17/16
24/11 * x = 33/16
x = 33/16 * 11/21
x = 121/128
4 2/9 * x + 3 5/14 = 6 11/21
4 2/9 * x = 6 11/21 - 3 5/14
4 2/9 * x = 6 22/42 - 3 15/42
4 2/9 * x = 3 7/42
38/9 * x = 3 1/6
38/9 * x = 19/6
x = 19/6 * 9/38
x = 3/4
x = 0,75
11/18 - 14/27 * x = 5/12
14/27 * x = 11/18 - 5/12
14/27 * x = 22/36 - 15/36
14/27 * x = 7/36
x = 7/36 * 27/14
x = 3/8
x = 0,375
1/3 * x + 1/4 * x + 1/5 * x = 1 19/75
20/60 * x + 15/60 * x + 12/60 * x = 94/75
77/60 * x = 94/75
x = 94/75 * 60/77
x = 376/385
4 1/2 : x + 1 3/4 = 3 19/28
4 1/2 : x = 3 19/28 - 1 3/4
4 1/2 : x = 3 19/28 - 1 21/28
9/2 : x = 2 47/28 - 1 21/28
9/2 : x = 1 26/28
9/2 : x = 1 13/14
9/2 : x = 27/14
x = 9/2 * 14/27
x = 7/3
x = 2 1/3
3 2/3 : (x - 2 4/15) = 3 5/13
11/3 : (x - 2 4/15) = 44/13
x - 2 4/15 = 11/3 * 13/44
x - 2 4/15 = 13/12
x = 13/12 + 2 4/15
x = 1 1/12 + 2 4/15
x = 1 5/60 + 2 16/60
x = 3 21/60
x = 3 7/20
x = 3,35
Пошаговое объяснение:
Я точно не знаю правильно это
1
Пошаговое объяснение:
мы к минус трём добавляем четыре: -3+1=-2, -2+1=-1, -1+1=0, 0+1=1