Пошаговое объяснение:
1.
(9-2b)-(b+5)=16
9 - 2b - b - 5 = 16
-3b + 4 = 16
3b = 4 - 16
3b = -12
b = -12 : 3
b = -4
2.
-6x+2(5-3x)=8
-6x + 10 - 6x = 8
-12x + 10 = 8
12x = 10 - 8
12x = 2
x = 2 : 12
x = 1/6
3.
4(-2z+5)=14-2(4z-3)
-8z + 20 = 14 - 8z + 6
-8z + 20 = 20 - 8z
8z - 8z = 20 - 20
0 = 0
z є (-∞ ; ∞)
уравнение имен множество корней
4.
12a-1=-a+25
12a + a = 25 + 1
13a = 26
a = 26 : 13
a = 2
5.
4n=-2+6n+7
4n = 5 + 6n
6n - 4n = -5
2n = -5
n = -5 : 2
n = -2,5
6.
-3d-10=3d-6
-3d - 3d = 10 - 6
-6d = 4
d = 4 : 6
d = 2/3
7.
-2n=5,6n
-2n - 5,6n = 0
-7,6n = 0
n = 0
8.
3(-5+c)-2(c-4)=2-7(c-1)
-15 + 3c - 2c + 8 = 2 - 7c + 7
-7 + c = 9 - 7c
c + 7c = 9 + 7
8c = 16
c = 16 : 8
c = 2
Відповідь:
Покрокове пояснення:
1) d = r + 8
d = 2r
2r = r + 8
r = 8
l = 2πr = 16π ≈50,24 см
2) l = 2πr
r = l / 2π
r1 = 2/2π = 1/π ≈ 0,32 см
r2 = 5/2π = 2,5/π≈0,8 см
r3 = 3,14/π ≈ 1 см
r4 = 4 * /π≈4 * 3,14 = 12,56 см
3) l1 = 2πr * 1 / 360 = πr/180 ≈ 0,1 см
l2= 2πr * 15/360 = 2πr/24 = πr/12 ≈1,57 см
l3 = 2πr * 120/360 = 2πr/3 ≈12,56 см
l4 = 2πr * 270/360 = πr * 3 / 2 ≈28,26 см
l5 = 2πr * 330/360 = πr * 11 / 6 = 34,54 см
4) l = 2πr * 18 / 360 = πr/10 = 15
r = 150/π ≈ 47,8°
5) l = 2πr * α / 360 = πr * α / 180
α = 180 * l / πr ≈ 12 см
Пошаговое объяснение:
1.
(9-2b)-(b+5)=16
9 - 2b - b - 5 = 16
-3b + 4 = 16
3b = 4 - 16
3b = -12
b = -12 : 3
b = -4
2.
-6x+2(5-3x)=8
-6x + 10 - 6x = 8
-12x + 10 = 8
12x = 10 - 8
12x = 2
x = 2 : 12
x = 1/6
3.
4(-2z+5)=14-2(4z-3)
-8z + 20 = 14 - 8z + 6
-8z + 20 = 20 - 8z
8z - 8z = 20 - 20
0 = 0
z є (-∞ ; ∞)
уравнение имен множество корней
4.
12a-1=-a+25
12a + a = 25 + 1
13a = 26
a = 26 : 13
a = 2
5.
4n=-2+6n+7
4n = 5 + 6n
6n - 4n = -5
2n = -5
n = -5 : 2
n = -2,5
6.
-3d-10=3d-6
-3d - 3d = 10 - 6
-6d = 4
d = 4 : 6
d = 2/3
7.
-2n=5,6n
-2n - 5,6n = 0
-7,6n = 0
n = 0
8.
3(-5+c)-2(c-4)=2-7(c-1)
-15 + 3c - 2c + 8 = 2 - 7c + 7
-7 + c = 9 - 7c
c + 7c = 9 + 7
8c = 16
c = 16 : 8
c = 2
Відповідь:
Покрокове пояснення:
1) d = r + 8
d = 2r
2r = r + 8
r = 8
l = 2πr = 16π ≈50,24 см
2) l = 2πr
r = l / 2π
r1 = 2/2π = 1/π ≈ 0,32 см
r2 = 5/2π = 2,5/π≈0,8 см
r3 = 3,14/π ≈ 1 см
r4 = 4 * /π≈4 * 3,14 = 12,56 см
3) l1 = 2πr * 1 / 360 = πr/180 ≈ 0,1 см
l2= 2πr * 15/360 = 2πr/24 = πr/12 ≈1,57 см
l3 = 2πr * 120/360 = 2πr/3 ≈12,56 см
l4 = 2πr * 270/360 = πr * 3 / 2 ≈28,26 см
l5 = 2πr * 330/360 = πr * 11 / 6 = 34,54 см
4) l = 2πr * 18 / 360 = πr/10 = 15
r = 150/π ≈ 47,8°
5) l = 2πr * α / 360 = πr * α / 180
α = 180 * l / πr ≈ 12 см