Rearrange to give d in terms of e:
(3d-7)/(4+5d) = e
I got
3d - 5de = 4e + 7 but where do I go from there?
Thanks :)
1st you must Multiply the polynomial.
Please try the tutorial at the following site:
http://www.webmath.com/polymult.html
To further simplify the equation and rearrange it to solve for d in terms of e, you can follow these steps:
1. Start with the equation you got: 3d - 5de = 4e + 7.
2. Move all the terms containing d to one side of the equation.
- Add 5de to both sides: 3d = 5de + 4e + 7.
3. Factor out the variable d on the left side.
- Divide both sides of the equation by 3: d = (5de + 4e + 7) / 3.
4. Rearrange the terms to have e as a common factor.
- d = (5e(d) + 4e + 7) / 3.
5. Finally, divide each term by e to isolate d on one side of the equation.
- d = (5d + 4 + 7/e) / 3.
So, the rearranged equation to express d in terms of e is:
d = (5d + 4 + 7/e) / 3.
Keep in mind that this is just one possible rearrangement of the equation and it may be further simplified depending on the context or the specific requirements of your problem.