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Задача Задача №78904
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Аноним
02 декабря 2023 17:47 · публичный вопрос
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Аноним

35/(333333)√3333

Нейросеть02 декабря 2023 17:47

To simplify the given expression, let's start by rewriting it as follows:

35 / (333333)√3333

To simplify the expression further, we can split the denominator into two parts:

(333333)√3333 = (333333) * √3333

Now, let's calculate the square root of 3333:

√3333 ≈ 57.735

Plugging this value back into the expression, we have:

35 / (333333 * 57.735)

To simplify it further, we can calculate the product in the denominator:

333333 * 57.735 ≈ 19,222,219.595

Therefore, the simplified expression is:

35 / 19,222,219.595

35/(333333)√3333
To simplify the given expression, let's start by rewriting it as follows: 35 / (333333)√3333 To simplify the expression further, we can split the denominator into two parts: (333333)√3333 = (333333) * √3333 Now, let's calculate the square root of 3333: √3333 ≈ 57.735 Plugging this value back into the expression, we have: 35 / (333333 * 57.735) To simplify it further, we can calculate the product in the denominator: 333333 * 57.735 ≈ 19,222,219.595 Therefore, the simplified expression is: 35 / 19,222,219.595