Question

8a²b:(4ab)+15ac²: (5c²)​

Answer 1

Відповідь:

5а

Пояснення:

$\frac{8a^{2}b }{4ab}+ \frac{15ac^{2} }{5c^{2} } =2a+3a=5a$

Answer 2

Ответ:

ответ выражения:5а

Объяснение:

Всё сокращается, решение на листке, удачи

Answer 3

To simplify the expression 8a²b / (4ab) + 15ac² / (5c²), we can simplify each term separately and then combine them.

Let's simplify the first term, 8a²b / (4ab):

The factors "a" and "b" cancel out in the numerator and denominator, leaving us with:

8a²b / (4ab) = (8/4) * (a²b / ab) = 2 * (a^(2-1) * b^(1-1)) = 2 * a * b = 2ab

Now let's simplify the second term, 15ac² / (5c²):

The factors "c²" cancel out in the numerator and denominator, leaving us with:

15ac² / (5c²) = (15/5) * (ac² / c²) = 3 * (a * (c² / c²)) = 3 * a * 1 = 3a

Now we can combine the simplified terms:

2ab + 3a = 2ab + 3a

Therefore, the simplified expression is 2ab + 3a.