Question

(5*a^3/11)^4+4*a^12/11

Answer 1

Думаю так я могу ошибаться но врятли

Answer 2

To simplify the expression (5a^3/11)^4 + 4a^12/11, we can start by expanding each term and then combining like terms, if possible.

Let's break down each term:

Term 1: (5*a^3/11)^4 To raise a fraction to a power, we raise both the numerator and denominator to that power. So we have: (5^4 * (a^3)^4) / (11^4) Simplifying further: (625 * a^12) / 14641

Term 2: 4*a^12/11

Now, let's combine the terms: (625 * a^12) / 14641 + (4 * a^12) / 11

To add the terms, we need a common denominator, which in this case is 14641 * 11 = 161051.

Now, we can rewrite the expression with the common denominator: ((625 * a^12) + (4 * a^12 * 14641)) / 161051

Combining like terms: (625 * a^12 + 58464 * a^12) / 161051

Simplifying further: (59089 * a^12) / 161051

So, the simplified expression is (59089 * a^12) / 161051.