The discussion revolves around converting polar equations to rectangular equations, specifically focusing on the angle of 45 degrees and its implications in the Cartesian coordinate system.
Some participants affirm the relationship between y and x at 45 degrees, while others engage in clarifying the geometric interpretation of this relationship. The discussion reflects a mix of confirmations and inquiries about the angle's significance.
Participants reference the need for visual aids, such as a coordinate system, to better understand the relationship between the polar and rectangular forms.
Yes, it does! If you are not convinced, draw an xy- coordinate system, mark the line at 45 degrees to the positive x-axis and draw the line y= x!catteyes said:Homework Statement
(theta)= 45Degrees
Homework Equations
(theta)= Arctan(y/x) (x>0)
(theta)= Arctan(y/x) (x<0)
The Attempt at a Solution
Tan(45)=y/x
1 = y/x
Does that mean Y = X?