i just thought this would be useful to the people (i think most people who does physics) who doesn't quite understand the planck and black body radiation curve. i don't think any one has explained it properly, the text books are just waffling cause the explaination is beyond hsc physics and...
the books are not explaining, they are waffling. then again, if that gets me the marks its all good.
why can't the wavelength get any smaller, is the wavelength also quantised?
the difference is one intepretation has mathematics to back it up, the other just takes a stab at a solution which is given with some sought logic that agree with the solution.
actually majoko, it can get to infinity. the question says its 1500 numbers, not draws. this numbers are replaced, or else the Lose/Win probablity will change with every draw.
hey i was just doing some revision came across a question exactly like this one in pheonix book. the only difference is that the x'' = 3x(x-2) not -4. so at 2 the particle stops and stays there. maybe its a modify version of the hsc question, where did you get the 1994 paper?
for range, just sub time of flight into x. for max range let angle of projection = 45. for velocity of return sub time of flight into y', and then resolve it with x'.
im not even gonna argue with you... you people are too smart :rolleyes:
for those who wants to get the question right do it my method posted above, and use geometric series with limiting sums.
i thought infinite series was in 3u, or am i wrong?
ok the question says exceeding $200 000. so i can lose 100 times in row too. why 25? 25 is simply the minimum number for it to exceed.
don't worry about it though, its nothing personal. i just thought it was very wrong.
the only variables are x and y, and their differentials. use whatever gets you the solution. if the question says max hieght, then find dy/dx=0, sub the solution into y.
its (n-r+1)/r * b/a. greatest coefficient occurs when Tr+1/Tr >1. just solve for n and the substitute into Tr+1.