Draw line(s) parallel to the axes and identify where they meet them.
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the equation that convert from cartesian to polar coordinates and vice versa r = sqrt (x*x+y*y); phi = atan2 (y, x); x = r*cos (phi); y = r*sin (phi);
•Given |D| distances, determine x coordinates for points lying on x-axis-|D|=N(N-1)/2 •Easy to go from points to distances in O(N2) - distances to points is worst-case exponential
I have provided the answer in link form. Please click the Microsoft Support link listed below.to create an integer for each coordinate that is auto-updatedPrivate Sub Form1_MouseMove(ByVal sender As Object, ByVal e As System.Windows.Forms.MouseEventArgs) Handles_ Me.MouseMoveDim x As IntegerDim y As Integerx = e.Xy = e.YEnd Sub
public class Point { public int x; public int y; }
1) Decide on a position for the vectors; for example, place one of them along the x-axis (from left to right). 2) Making a drawing is sort of optional, but it helps visualize the problem. This might save you from making mistakes. 3) Convert both vectors to rectangular coordinates. The polar-->rectangular conversion, available on most scientific calculators, can help a lot with this. 4) Add the x-coordinate and the y-coordinate of both vectors separately. 5) Convert to polar coordinates (once again, using the corresponding function on your scientific calculator). One of the numbers given, in polar coordinates, is the magnitude of the vector; the other is the angle.