Find intercept point with three boundary conditions
Hi,
Im trying to find a point in a straight line given by an equation F(x)=mx+b, with the following boundary conditions:
-is a tangent of a semicircle
-The semicircle has a center on the horizontal axis
-the semicircle goes thru the origin (x=0, y=0)
Initially I was plotting the line and then start modifying the radius manually of the semicircle until I found one intersection point using InterX, but I think it might exist a way to avoid the manual modification.Hi,
Im trying to find a point in a straight line given by an equation F(x)=mx+b, with the following boundary conditions:
-is a tangent of a semicircle
-The semicircle has a center on the horizontal axis
-the semicircle goes thru the origin (x=0, y=0)
Initially I was plotting the line and then start modifying the radius manually of the semicircle until I found one intersection point using InterX, but I think it might exist a way to avoid the manual modification. Hi,
Im trying to find a point in a straight line given by an equation F(x)=mx+b, with the following boundary conditions:
-is a tangent of a semicircle
-The semicircle has a center on the horizontal axis
-the semicircle goes thru the origin (x=0, y=0)
Initially I was plotting the line and then start modifying the radius manually of the semicircle until I found one intersection point using InterX, but I think it might exist a way to avoid the manual modification. semicirle tangent MATLAB Answers — New Questions