How about using determinants to solve for a and b in the equation:
You got two points, two equations, two unknowns right?
Then solve for the fixed points:
1) A liner mapping maps the point (1+i) onto (6+5i) and the point (1-i) onto (4+i). Find this linear mapping and any fixed points associated with it.
Can I found somewhere some good nodes for complex analysis becuase I m really confuse.
Thanks a lot!
How about using determinants to solve for a and b in the equation:
You got two points, two equations, two unknowns right?
Then solve for the fixed points: