travelmail26
New member
- Joined
- Jun 24, 2021
- Messages
- 1
I'd like some help solving a simple system of linear equations. Here is an example:
- solve, a + b + c + d = 100
- a > (b + c)
- b = c
- c > d
In this case, I want to find values for a, b, c and d. "a" is the highest rank, b and c are rank 2 and d is rank 3. All of the variables added together should equal 100. all variables are positive real numbers.
How do I solve this system of linear equations and find a fixed value for each variable?
Thank you and please let me know if I can make this question more clear. It's been a while since I've done linear algebra and any help solving (and showing how to get the answer) is very helpful.
- solve, a + b + c + d = 100
- a > (b + c)
- b = c
- c > d
In this case, I want to find values for a, b, c and d. "a" is the highest rank, b and c are rank 2 and d is rank 3. All of the variables added together should equal 100. all variables are positive real numbers.
How do I solve this system of linear equations and find a fixed value for each variable?
Thank you and please let me know if I can make this question more clear. It's been a while since I've done linear algebra and any help solving (and showing how to get the answer) is very helpful.