Question

-2x+5=-5x-3x+5=-6x-8x-5=-2x-x-7=-10x-6x-1=-9x ​

Answer 1

Ответ:

как я понял, нужно было решить уравнения

Answer 2

To solve the equation, we need to equate the given expressions and find the value of $x$. Let's write the equation step by step and then solve for $x$:

$-2x+5=-5x$ $-3x+5=-6x$ $-8x-5=-2x$ $-x-7=-10x$ $-6x-1=-9x$

Now, let's solve each equation one by one.

1. $-2x+5=-5x$

First, move all the terms involving $x$ to one side: $-2x+5=-5x$ becomes $3x=5$.

Solving for $x$: $x=\frac{5}{3}$

2. $-3x+5=-6x$

Similar to before, move all the terms involving $x$ to one side: $-3x+5=-6x$ becomes $3x=5$.

Solving for $x$: $x=\frac{5}{3}$

3. $-8x-5=-2x$

Similarly, move all the terms involving $x$ to one side: $-8x-5=-2x$ becomes $-6x=-5$.

Solving for $x$: $x=\frac{5}{6}$

4. $-x-7=-10x$

Move all the terms involving $x$ to one side: $-x-7=-10x$ becomes $9x=-7$.

Solving for $x$: $x=-\frac{7}{9}$

5. $-6x-1=-9x$

Move all the terms involving $x$ to one side: $-6x-1=-9x$ becomes $3x=-1$.

Solving for $x$: $x=-\frac{1}{3}$

Therefore, the values of $x$ obtained from each equation are different, indicating that there might be a mistake or inconsistency in the original problem.