Question

0,25(-8+2x)-(-4+6x)= 5(-a-2)-3(6+3a)

Answer 1

0,25(-8+2x)-(-4+6x)=-5,5x+2

-2+0,5x+4-6x

2-5,5x

-5,5x+2

5(-a-2)-3(6+3a)=-14a-28

-5a-10-18-9a

-14a-28

Answer 2

To solve the equation, let's first simplify both sides step by step.

Starting with the left side of the equation:

0.25(-8 + 2x) - (-4 + 6x)

Distribute the 0.25:

= 0.25 * -8 + 0.25 * 2x - (-4 + 6x)

= -2 + 0.5x - (-4 + 6x)

Now distribute the negative sign in front of the parentheses:

= -2 + 0.5x + 4 - 6x

Combine like terms:

= 2 - 5.5x

Now, moving on to the right side of the equation:

5(-a - 2) - 3(6 + 3a)

Distribute the 5 and the 3:

= -5a - 10 - 18 - 9a

Combine like terms:

= -14a - 28

Now that we have simplified both sides, set them equal to each other:

2 - 5.5x = -14a - 28

To solve for 'x,' we need to isolate it on one side. Let's move the 'x' terms to the left side:

2 - 5.5x + 5.5x = -14a - 28 + 5.5x

The '5.5x' terms cancel out:

2 = -14a - 28 + 5.5x

Next, move the constant terms to the right side:

2 + 28 = -14a + 5.5x

Combine like terms:

30 = -14a + 5.5x

Now, to solve for 'a,' we'll isolate the 'a' term on one side. Let's move the '5.5x' term to the left side:

5.5x - 14a = 30

Finally, to get the value of 'a' or 'x,' we need more information. The equation is not enough to find specific values for 'a' and 'x' without additional context or equations. If there were more equations or constraints given in the problem, we could use them to solve for 'a' and 'x' simultaneously.