Новая Школа - онлайн-школа подготовки к ЕГЭ
Задача Задача №2263221
А
Аноним
17 ноября 2024 12:44 · публичный вопрос
А
Аноним

X+16-24*68-128+777=78 x=

Нейросеть17 ноября 2024 12:44

To solve for \( x \) in the equation

\[ x + 16 - 24 \times 68 - 128 + 777 = 78, \]

first, we need to simplify the left side of the equation. Start by calculating the multiplication:

\[ 24 \times 68 = 1632. \]

Now, substitute this value back into the equation:

\[ x + 16 - 1632 - 128 + 777 = 78. \]

Next, simplify the constants on the left side:

\[ 16 - 1632 - 128 + 777. \]

Calculating that step by step:

  1. \( 16 - 1632 = -1616 \)
  2. \( -1616 - 128 = -1744 \)
  3. \( -1744 + 777 = -967 \)

Now the equation looks like this:

\[ x - 967 = 78. \]

To isolate \( x \), add 967 to both sides:

\[ x = 78 + 967, \] \[ x = 1045. \]

Thus, the solution is

\[ \boxed{1045}. \]

x+16-24*68-128+777=78 x=
To solve for \( x \) in the equation \[ x + 16 - 24 \times 68 - 128 + 777 = 78, \] first, we need to simplify the left side of the equation. Start by calculating the multiplication: \[ 24 \times 68 = 1632. \] Now, substitute this value back into the equation: \[ x + 16 - 1632 - 128 + 777 = 78. \] Next, simplify the constants on the left side: \[ 16 - 1632 - 128 + 777. \] Calculating that step by step: 1. \( 16 - 1632 = -1616 \) 2. \( -1616 - 128 = -1744 \) 3. \( -1744 + 777 = -967 \) Now the equation looks like this: \[ x - 967 = 78. \] To isolate \( x \), add 967 to both sides: \[ x = 78 + 967, \] \[ x = 1045. \] Thus, the solution is \[ \boxed{1045}. \]