- #1
natski
- 267
- 2
Does anyone know how you would go about solving:
a + b*x + x^(-y) + c*x^(-2y) + d*x^(1-2y)=0
solving for x?
a + b*x + x^(-y) + c*x^(-2y) + d*x^(1-2y)=0
solving for x?
natski said:Does anyone know how you would go about solving:
a + b*x + x^(-y) + c*x^(-2y) + d*x^(1-2y)=0
solving for x?
natski said:solving for x?
natski said:Does anyone know how you would go about solving:
a + b*x + x^(-y) + c*x^(-2y) + d*x^(1-2y)=0
solving for x?
solving for x?
sutupidmath said:ej uart how do u determine wheather it is transcendental equation in x?
So I was hoping for a neater algebraic solution.
The equation is trying to find the value of x that makes the entire expression equal to zero.
This equation can be solved using algebraic techniques, such as factoring or using the quadratic formula.
Yes, this equation can have multiple solutions for x depending on the values of a, b, c, and d.
The variables in this equation are x and y. The constants are a, b, c, and d.
Finding the solution to this equation can help solve real-world problems and can also provide insights and understanding in mathematics and science.