Hi

I am struggling with this method-my book does not explain it very well.

Can anybody recommend a method to follow? or maybe an example on line?

thanks

John

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- August 7th 2011, 04:30 AMceltic1234Point of intersection of two curves
Hi

I am struggling with this method-my book does not explain it very well.

Can anybody recommend a method to follow? or maybe an example on line?

thanks

John - August 7th 2011, 05:32 AMBacteriusRe: Point of intersection of two curves
Let the two curves be defined by the equations and . The points of intersection of these two curves is defined as the solutions to the conditions and . Substituting the curve equations into the previous equation, we get , and since , this is equivalent to . Let for simplicity, and it follows that solving is equivalent to finding the x-coordinates of all the intersections between the two curves.

So for instance if you want to find the points of intersection of the equations:

You will want to solve , which simplifies to . The solutions are therefore , and substituting back these x-values into either of the curve equations will give you the y-coordinates of the points of intersection, which are respectively. Thus the points of intersection are and . - August 8th 2011, 01:23 PMceltic1234Re: Point of intersection of two curves
thanks for your help

John