Question

А — 86 = 321 + 319696 – х = 114 +126х+150 = 800 – 440560 + b = 980 - 140​

Answer 1

Ответ:

а — 86 = 321 + 319

a = 321 + 319  + 86

a = 726

696 – х = 114 +126

696 - 114 - 126 = x

x = 456

х+150 = 800 – 440

x = 800 - 440 - 150

x = 210

560 + b = 980 - 140​

b = 980 - 140 - 560

b = 280

Answer 2

Ответ:

Пошаговое объяснение:

Answer 3

It seems like you have a system of equations with several variables (A, x, and b) and multiple equations. Let's break down and solve each equation step by step.

1. A - 86 = 321: Add 86 to both sides to isolate A: A = 321 + 86 A = 407

2. 319696 - x = 114 + 126x + 150: Move the terms with x to one side and constants to the other: 319696 - 114 - 150 = 126x + x 319432 = 127x

   Divide both sides by 127 to solve for x: x = 319432 / 127 x ≈ 2512

3. 800 - 440560 + b = 980 - 140: Simplify both sides of the equation: -439760 + b = 840

   Add 439760 to both sides to isolate b: b = 840 + 439760 b = 440600

So, the solutions to the equations are: A = 407 x ≈ 2512 b = 440600