Question

5387- х = 508 (у + 383) – 479 = 332

Answer 1

5387- х = 508

x= 5387-508

х=4879

2. (у + 383) – 479 = 332

Способ 1 по компонентам

(у + 383) =479+ 332

у + 383 = 811; у=811-383;у=428

Способ 2/алгебраический/

у + 383 =479+ 332

у=479-383+ 332=96+332=428

Answer 2

It seems like you've written an equation with variables x and y. Let's solve it step by step:

1. The first equation is: 5387 - x = 508(y + 383) - 479

2. The second equation is: 508(y + 383) - 479 = 332

Let's solve these equations one at a time.

First Equation: 5387 - x = 508(y + 383) - 479

Now, let's simplify and isolate x:

5387 - x = 508y + 508 * 383 - 479

5387 - x = 508y + 194344 - 479

Now, combine like terms on the right side:

5387 - x = 508y + 193865

Now, isolate x by moving all terms involving x to the left side:

-x = 508y + 193865 - 5387

-x = 508y + 188478

Now, multiply both sides by -1 to isolate x:

x = -508y - 188478

Second Equation: 508(y + 383) - 479 = 332

Now, let's simplify and isolate y:

508y + 508 * 383 - 479 = 332

508y + 194744 - 479 = 332

508y + 194265 = 332

Now, subtract 194265 from both sides:

508y = 332 - 194265

508y = -193933

Now, divide both sides by 508 to isolate y:

y = -193933 / 508

y ≈ -381.55 (rounded to two decimal places)

So, the solutions to the equations are: x ≈ -508y - 188478 y ≈ -381.55