Question

(8б/а-б)( а2-аб/16б) Упростить выражение

Answer 1

Ответ смотри в приложении

Answer 2

To simplify the given expression, we'll start by factoring out common terms and then canceling out any common factors.

The expression is: (8б/а-б)(а^2-аб/16б)

Step 1: Factor out common terms from each binomial: For the first binomial (8б/а-б), the common factor is "б." For the second binomial (а^2-аб/16б), the common factor is "а."

After factoring, the expression becomes: б(8/а-1)(а(а-б)/16б)

Step 2: Cancel out common factors: In the second binomial, we can cancel out "а" from the numerator and denominator:

б(8/а-1)((а-б)/16)

Step 3: Simplify further if possible: Since there are no more common factors, the expression is already simplified.

The final simplified expression is: б(8/а-1)((а-б)/16)