Question

1)48a⁴b²(3a+b)/2a³b²(3a+b)2)19a³(5-2a)/76a(2a-5)помогите​

Answer 1

1)48a⁴b²(3a+b)/2a³b²(3a+b)

будет 24a

так как 3a + b сокращаются b² / b² будет 0

Answer 2

Simplifying Algebraic Expressions

To simplify the given algebraic expressions, we can perform the following steps:

1) 48a⁴b²(3a+b)/2a³b²(3a+b)

First, we can cancel out common factors in the numerator and denominator: \[ \frac{48a^4b^2(3a+b)}{2a^3b^2(3a+b)} \]

Cancel out the common factors: \[ \frac{48a^4b^2}{2a^3b^2} \]

Simplify the expression: \[ 24a^{4-3} = 24a \]

So, the simplified form of the expression is 24a.

2) 19a³(5-2a)/76a(2a-5)

First, we can factor out common terms from the numerator and denominator: \[ \frac{19a^3(5-2a)}{76a(2a-5)} \]

Factor out common terms: \[ \frac{19a^3(5-2a)}{4a(2a-5)} \]

Simplify the expression: \[ \frac{19a^2(5-2a)}{4(2a-5)} \]

So, the simplified form of the expression is (19a^2(5-2a))/(4(2a-5)).

If you have any further questions or need additional assistance, feel free to ask!