- #1
- 7
- 0
How would one go about to solve two equations with two unknows, x and y, where the two equations are of the following form:
A/B = c7 where:
A = (c1-x)^2 + (c2-y)^2 + (c3-x)^2 + (c4-y)^2 + c5
and
B= SQRT{[c6 + (c1-x)^2 + (c2-y)^2 ][c7 + (c3-x)^2 + (c4-y)^2 ]}
The various ci are constants that have different values in the two equations.
Thanks.
A/B = c7 where:
A = (c1-x)^2 + (c2-y)^2 + (c3-x)^2 + (c4-y)^2 + c5
and
B= SQRT{[c6 + (c1-x)^2 + (c2-y)^2 ][c7 + (c3-x)^2 + (c4-y)^2 ]}
The various ci are constants that have different values in the two equations.
Thanks.