Question

КАК УРОВНЕНИЕ РЕШИТЬ СКОБКИ 6 ЦЕЛІХ 35 СОТІХ МИНУС ИКС ЗАКРІЛИ СКОБКУ + В ЦЕЛІЙ 35 СОТІХ = 12 ЦЕЛІЙ 35 СОТІХ

Answer 1

(635/100-х)+835/100=1235/100
635-100х+835=1235
-100х=1235-635-835
-100х=-235
х=2целых 35/100

Answer 2

Solving the Equation with Parentheses

To solve the equation with parentheses, we need to simplify the expression inside the parentheses first. Let's break down the given equation step by step:

Equation: 6 целых 35 сотых - икс = (целых 35 сотых) + 12 целых 35 сотых

1. Start by simplifying the expression inside the parentheses: - (целых 35 сотых) + 12 целых 35 сотых = 35 сотых + 12 целых 35 сотых

2. Now, substitute the simplified expression back into the original equation: - 6 целых 35 сотых - икс = 35 сотых + 12 целых 35 сотых

3. To solve for икс (x), we need to isolate it on one side of the equation. Let's move the terms involving икс to the left side and the constant terms to the right side: - 6 целых 35 сотых - 35 сотых - 12 целых 35 сотых = икс

4. Simplify the terms on both sides of the equation: - 6 целых 35 сотых - 35 сотых - 12 целых 35 сотых = икс - (6 - 1 - 12) целых 35 сотых = икс - (-7) целых 35 сотых = икс

5. Therefore, the solution to the equation is: - икс = -7 целых 35 сотых

Please note that the provided search results did not directly address the given equation. However, the solution was obtained by following the standard procedure for solving equations with parentheses.