13x+16/4x-1+8xx+12x+14/4xx+11x-3=24x-8/x+3
To simplify this equation, we will follow the steps one by one:
1. Start by combining like terms on both sides of the equation. Let's gather all the terms with "x" together and the constants on the other side:
13x + (16/4) + 8xx + 12x + (14/4xx) + 11x = 24x - 8/x + 3
13x + 4 + 8xx + 12x + 3.5/x + 11x = 24x - 8/x + 3
2. Rearrange the equation to group the terms with "x" together:
(13x + 8xx + 12x + 3.5/x + 11x) + (4 - 24x + 8/x - 3) = 0
Combine the terms within the parentheses:
33x + 8xx + 3.5/x + 1 + 8/x - 20x = 0
3. Combine like terms again:
(33x - 20x + 8xx) + (3.5/x + 8/x) + 1 = 0
Since 33x - 20x simplifies to 13x:
13x + 8xx + (3.5/x + 8/x) + 1 = 0
4. Combine the fractions:
The fractions with the same denominator can be added, so:
(3.5 + 8)/x + 8xx + 13x + 1 = 0
11.5/x + 8xx + 13x + 1 = 0
5. Rewrite the equation:
The equation is now in simplified form:
11.5/x + 8xx + 13x + 1 = 0
Keep in mind that if you need to solve this equation for "x," you will need to use additional techniques.