Question

1) (14 + x) - 35 = 41; 2) (x - 43) + 64 = 50; 3) (95 - x) - 13 = 55;4) 875 - (x - 761) = 3285) 703 - (652 - x) = 5666) 888 - (x + 364) =419дам 20​

Answer 1

Ответ:

На фото всё показано.

Пошаговое объяснение:

Если что в 3 ответ:27

Answer 2

To solve these equations, let's go through each one step by step:

1. (14 + x) - 35 = 41

First, let's simplify the equation: 14 + x - 35 = 41

Combine like terms: x - 21 = 41

Now, isolate the variable x by adding 21 to both sides: x = 41 + 21

x = 62

So the solution for this equation is x = 62.

2. (x - 43) + 64 = 50

First, simplify the equation: x - 43 + 64 = 50

Combine like terms: x + 21 = 50

Now, isolate the variable x by subtracting 21 from both sides: x = 50 - 21

x = 29

So the solution for this equation is x = 29.

3. (95 - x) - 13 = 55

First, simplify the equation: 95 - x - 13 = 55

Combine like terms: 82 - x = 55

Now, isolate the variable x by subtracting 82 from both sides: -x = 55 - 82

-x = -27

To solve for x, multiply both sides by -1: x = 27

So the solution for this equation is x = 27.

4. 875 - (x - 761) = 328

First, simplify the equation: 875 - x + 761 = 328

Combine like terms: 1636 - x = 328

Now, isolate the variable x by subtracting 1636 from both sides: -x = 328 - 1636

-x = -1308

To solve for x, multiply both sides by -1: x = 1308

So the solution for this equation is x = 1308.

5. 703 - (652 - x) = 566

First, simplify the equation: 703 - 652 + x = 566

Combine like terms: 51 + x = 566

Now, isolate the variable x by subtracting 51 from both sides: x = 566 - 51

x = 515

So the solution for this equation is x = 515.

6. 888 - (x + 364) = 419

First, simplify the equation: 888 - x - 364 = 419

Combine like terms: 524 - x = 419

Now, isolate the variable x by subtracting 524 from both sides: -x = 419 - 524

-x = -105

To solve for x, multiply both sides by -1: x = 105

So the solution for this equation is x = 105.

Therefore, the solutions for the given equations are:

1. x = 62
2. x = 29
3. x = 27
4. x = 1308
5. x = 515
6. x = 105