Perhaps it's because the ancient Greek mathematician Pythagoras thought that right angle triangles were so amazing because of their properties.
yes! do you think so?
First of all, it is clear that a right angled triangle does conform to Pythagoras. So, take any rightangled triangle, and without changing the length of the small sides, slightly reduce the right-angle to something smaller. What was the hypotenuse is now smaller than it was, so its square is now smaller. But the sum of the squares of the other 2 sides hasn't changed. So the Pythagoras result does not work for this new situation.
Well i think so?
it was made out of bronze i think
Infinitely many. When you think you have reached the end, just divide one of the triangles into two and you'e got one more. And so on.
All triangles are polygons, so you just call them triangles.
she sand and she had to so i think that marian anderson is amazing
i dont think so
i think its congruent
Single-Player was amazing, and so was Multiplayer (1st Prestige lvl 43 atm). I'm not a fan of Specials Ops but many are. So an amazing game that has amazing replay value.
Polenta is a type of flour so polenta triangles is polenta flour shaped into triangles.
Assume you mean the chord of a circle? If the angle between the two radii from the ends of the chord is A, and the radius of the circle is R, the chord length L will be L = 2RsinA/2. You can prove this easily by joining the point bisecting the chord to the centre, you then have two rightangled triangles, with an included angle of A/2, and an opposite side of L/2. So sinA/2 = L/2R.