Question

X-29486=47899x+23426=99910x-86345=39

Answer 1

X-29486=47899
x=47899-29486
x= 77385
77385-29486=47899

x+23426=99910
x=99910-23426
x=76484
76484+23426=99910

x-86345=39
x=86345+39
x= 86384
86384-86345=39

Answer 2

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Answer 3

It appears that you have provided three different equations involving the variable "x." To solve for the value of "x," we'll need to take each equation one by one and find the value of "x" that satisfies all three equations simultaneously.

Let's break down each equation:

1. X - 29486 = 47899x + 23426
2. 99910x - 86345 = 39

Since you've provided three equations but only two unknowns (x and X), we'll need to clarify whether "X" is a different variable or just another representation of "x." Assuming it is just another representation of "x," let's proceed with solving the system of equations:

1. X - 29486 = 47899x + 23426

First, let's simplify the equation:

X = 47899x + 23426 + 29486 X = 47899x + 52912

2. 99910x - 86345 = 39

Now, let's solve the second equation:

99910x = 39 + 86345 99910x = 86384 x = 86384 / 99910 x ≈ 0.8645

Now that we have the value of "x," let's find the value of "X" using the first equation:

X = 47899 * 0.8645 + 52912 X ≈ 41516.9655 + 52912 X ≈ 94428.9655

So, the solution to the system of equations is approximately:

x ≈ 0.8645 X ≈ 94428.9655