For the modules that require additional texts, do u guys write big definable chunks on each of the texts or do u blend it into ur essay?
I've heard the good essays do integrate each of the text into the essay instead of writing a paragraph on each.
Which do u guys do? and for the ones...
of course :) maths isnt real anyway! thats y we have complex
but do u's see anything wrong? i bet its something real obvious staring us in the face. however, i cant see it :(
wats ur problem today? i made a little typo, and ur still goin on bout it! ease up man! apart from forgetting to add >=, how else have i been incompetent in this area?
well sorrry, if i cannot add inequalities!
firstly to estel..................it was a typo. i meant >=2!!
and to dawso..... wat methods did u use? i racked my brains to think of those 2....lol
u must b a genius if u can think of other legitimate methods :)
no. i got it from the arithmetic-geometric inequality.
lemme show u how...
(a+b)^2>=4ab (this is the inequality)
Leave a as is....Sub b=1/a,
therefore (a+1/a)^2>=4(a)(1/a)
(a+1/a)^2>=4
(a+1/a)>=2
Same for b and c,
So (a+1/a)+(b+1/b)+(c+1/c)>=2+2+2>=6!
Ok, this is from the cambridge book from harder 3 unit chapter. question is:
Show that:
1/a + 1/b + 1/c >= 9
Condition is if a+b+c=1.
(a+b+c)(1/a+1/b+1/c) >= 9(a+b+c)
>= 9
when u multiply both sides by (a+b+c),
LHS = 1+1+1+ (b/a+a/b) +...
like each element has its own frequency of vibration. so if the black body or cavity oscillators or atomic oscillators or watever they r called vibrate with so many frequencies, shouldnt they be composed of many different elements?
i think putting it as @$%/% would work.
However, for the 2nd method that u stated, u need to get it back into the form ax^3+bx^2+cx+d, dont u? i dont think all subsitutions of x can get back into that form, especially if u sub x=cube root of (x-1)