Yep that proves those two are perpendicular to each other. Then show the third line crosses both of them to form vertices of a right-triangle.I need to find the gradients of 2 lines, and then multiply to get -1 to prove it's a right-angle triangle, correct?
if you multiply the gradients of AC and BC, then yeah it'll be -1I need to find the gradients of 2 lines, and then multiply to get -1 to prove it's a right-angle triangle, correct?
View attachment 25655
So, that's a quick diagram, now the gradient from AB is -3 and 2/3, BC is -4/7 and AC is 1 and 3/4. If you multiply AC and BC, you result in -1. Is this right?
m8if you multiply the gradients of AC and BC, then yeah it'll be 1
it looks right
lolreally? I never knew that
edit: just looked it up, is it called Thales' theorem?
edit2: oops nvm
If you prove MC = MB = MA then it is a right angled triangle.do you mean this?