Question

(3/11+97/33):53/99 как решить?

Answer 1

Ответ 6 ,решение на фото

Answer 2

To solve this expression, you'll need to perform the arithmetic operations in the given order: addition and then division.

Here's the expression you provided: (3/11 + 97/33) / (53/99)

Let's break it down step by step:

1. Calculate the addition within the parentheses: 3/11 + 97/33 = (3 * 3)/(11 * 3) + (97 * 11)/(33 * 11) = 9/33 + 1067/363 = (9 * 11)/(33 * 11) + 1067/363 = 99/363 + 1067/363 = (99 + 1067)/363 = 1166/363

2. Divide the result by the second fraction: (1166/363) / (53/99) = (1166/363) * (99/53) = (1166 * 99)/(363 * 53)

Now you can calculate the numerator and denominator separately:

Numerator: 1166 * 99 = 115434 Denominator: 363 * 53 = 19239

So, the final result of the expression is: (1166/363) / (53/99) ≈ 115434/19239