using straight line graphs, find two intersection points for various ratios DN : NC (in the form 1 : k where k is an integer)
what if these intersection points have integer x-values?
a powerpoint
(a stretch)
Saturday 13 July 2019
integer intersection points
the problem is adapted from that posed by user 526427 on MathStack Exchange, March 2nd 2018
using straight line graphs, find two intersection points for various ratios DN : NC (in the form 1 : k where k is an integer)
what if these intersection points have integer x-values?
a powerpoint
the width doesn't change the x values of the intersection points
(a stretch)
using straight line graphs, find two intersection points for various ratios DN : NC (in the form 1 : k where k is an integer)
what if these intersection points have integer x-values?
a powerpoint
(a stretch)
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