Is that the one using that weird triangle thing?Also proof for ellipse/hyperbola where the tangent/normal at a point P bisects the angle it makes with the two focus..(reflective property of ellipse/hyperbola)I hate this proof.. Anyone know an easy way to do it?
numerous (two that i know of) to prove the reflection property, but yes the weird isosceles triangle is one of the method.Is that the one using that weird triangle thing?
how come it equals zero at the end? its a bit odd..
how come it equals zero at the end? its a bit odd..
He showed that . Since is a root of , then that means is also a root, assuming the coefficients are real.how come it equals zero at the end? its a bit odd..
lol, I did without a calculator for my MX2 exami hope your calculators all break down tomorrow
Well for starters the whole exam was theoretical... There wasn't really any nasty calculations involved.er
how :S
It was just pi/4 < alpha < pi/2 IIRC... I don't think you need a calculator solve values for which tan alpha < 1 ???wat about the latter part of the mechanics Q
did you do it in your head
You mean coefficients must be real, not integral? Or am I mistaken?well, if i feel the steps need explanation, i provide it; but in this proof, it doesn't seem like anything needs any explanation, except for the fact that the co-efficients must be integral (thanks for pointing it out)
sorry, co-efficients must be realYou mean coefficients must be real, not integral? Or am I mistaken?
nah nah, the Q7 mechanicsIt was just pi/4 < alpha < pi/2 IIRC... I don't think you need a calculator solve values for which tan alpha < 1 ???