Question

2) (a³ b4 cs + a³ bc): (a³b³e³)
4) (a²-a³): a¹ + (a + a): a
6) (2a" -a): a' - (8d + 5a): a²
1) (1,8a -2,4a + 3,6a's) : 0,06a
3) (86³-9b²): (-26²) -(106³-206²): (-5b²)
5) (a² b + 6ab²) : (-ab) + (8a²b-8ab2) : (-2ab)​

Answer 1

2) (a³ b⁴ c⁅ + a³ bc) : (a³ b³ e³)
= a³(b⁴ c + bc) / (a³ b³ e³)
= a³bc(b³ c + 1) / (a³ b³ e³)
= bc(b³ c + 1) / (b³ e³)

4) (a² - a³) : a + (a + a) : a
= a²/a - a³/a + (2a/a)
= a - a² + 2

6) (2a⁂ - a) : a⁢ - (8d + 5a) : a²
= 2a⁂/a⁢ - a/a⁢ - (8d/a² + 5a/a²)
= 2 - 1 - (8d/a² + 5/a)
= 1 - 8d/a² - 5/a

1) (1.8a - 2.4a + 3.6a⁢s) : 0.06a
= (1.8a - 2.4a + 3.6a⁢s) / 0.06a
= (1.8a - 2.4a) / 0.06a + (3.6a⁢s / 0.06a)
= 30a - 40a + 60a⁢s

3) (86³ - 9b²) : (-26²) - (106³ - 206²) : (-5b²)
= (86³ - 9b²) / (-26²) - (106³ - 206²) / (-5b²)

5) (a² b + 6ab²) : (-ab) + (8a²b - 8ab²) : (-2ab)
= (a² b + 6ab²) / (-ab) + (8a²b - 8ab²) / (-2ab)
= - (a + 6b) - 4(a - 4b)
= -a - 6b - 4a + 16b
= -5a + 10b