B. A. N. A. N. A. S

*cue YMCA song, only wiv nana letters*

It is very hard to make a letter N *nodses*

*snippeties things out of paper*

....what to dooo, what to doooooo...

I just demolished that pizza

It is very hard to make a letter N *nodses*

 

banana going across and the skin making the vertical bars

sort of...

Just had a most embarrassing moment.... screeching at moi brother to run after teh ball "FASTER YOU SILLY BOY, YOO IS MOVING LIKE AN OLD MAN!!!"

And in teh exact moment I uttered teh last two words, moi eyes travelled to le track beside the footy pitch where un rather elderly gentleman was walking along and looked vair vair surprised.....

What kinda pizza?

What kinda pizza?

 

smokey joe I think

 

mince, sweet peppers, onions

SMOKEY JOE • chicken OR ground beef with onion, mixed peppers & smokey BBQ sauce

Sounds nom

And reminds me how lacking in food I am

Ayla, yoo there?

Yarr

oh god, sometimes I mare at normal maths

I can derive the formula to prove my point but I can't use it properly >.>

 

that formula being quadratic patterns <.<

Yarr

 

can you figure this out?

 

 

f(x) = 1 - x^2 and g(x) = sin(pi - 3x)

 

I underlined the confusing part

Just how to get from cos(3x) to 1- (9/2)x^2?

yeah

Ok, well I dunno if you've heard of a Maclaurin Series or Taylor Series? You can write more complicated functions as infinite polynomials. The series expansion for cos x is 1 - (x^2)/2! + (x^4)/4! - (x^6)/6! + ... When you sub 3x in, you get 1 - (9x^2)/2! + (lots of other terms that are insignificant as x tends to zero)

http://mathworld.wolfram.com/SeriesExpansion.html

Ok, well I dunno if you've heard of a Maclaurin Series or Taylor Series? You can write more complicated functions as infinite polynomials. The series expansion for cos x is 1 - (x^2)/2! + (x^4)/4! - (x^6)/6! + ... When you sub 3x in, you get 1 - (9x^2)/2! + (lots of other terms that are insignificant as x tends to zero)

 

heard of it is passing, that's fine then thanks. I thinks this is an old worksheet