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more wogs doing engineering

ah that makes sense you enjoying comp?

nah COMP1911 and yer i figured, but how else can you input numbers without using scanf? :S

gahhh i hate it when people say this

yesterdays workout: back squats 3x5 (105, 115, 125) bench press 3x5 (55, 60, 60) deadlift 1x5 (130) barbell shoulder shrugs 3x8 (100, 110, 110) chinups 3x(failure) my grip is really failing me. i reckon i could deadlift 140ish if i had chalk/more callous-y palms :(

acmilan answered it perfectly :) funnily enough, i thought of that exact same solution in my comp tute today thanks for the help fellas :o

well, notice that tan(x/2) is undefined when x=pi integrating [0-->2pi] will lead us into trouble so we split the interval up into 2 regions: [0-->a] [a-->2pi] then we take the limit as a--->pi, understand?

hmm, i already know all that. i don't think you get me what i mean is: for example, scanf("%d\n", &num) if (num is composed of 7 characters){ x=x+1; } else if (num is composed of 8 characters) { x=2x; } else { x=x%2; } understand what i'm getting at? i just used...

it is possible :) consult this post: http://community.boredofstudies.org/14/mathematics-extension-2/234355/4-unit-revising-marathon-hsc-10-a/9.html#post4928546

hey guys. i'm not sure how to solve this and if anyone could give me a leg up it would awesome (i don't actually WANT the code for the task, just a tip or something) what i want to do is identify the number of characters that are inputted into scanf(). what i CAN do is identify the number of...

aw ok, thanks bro

where do we get this from? i bought a lab book for $35, but that's it...

where do we get this book from :S i bought the lab book for 35, but i didnt get a homework book...

yes you are this is a stronger type of induction called "strong induction" (lol) not only do you assume S(k) to be true but rather, you assume S(1), S(2)...S(k) to be true google for more info also, this type of Q is out of the MX1 syllabus

2 egg and bacon sandwiches with wholemeal bread + 600ml milk protein shake rappa + rappsnacker + bondi burger @ work 2 cottage cheese sandwiches on wholemeal leb bread + 600ml milk protein shake 600ml of milk 2 cobs of corn

3x5 back squats @ 115kg 1x5 deadlifts @ 125kg 3x5 bench press @ 57.5kg :( 3xfailure chin ups 3x12 barbell shoulder shrugs @ 110kg reckon i can push my squat up to 120 and my deadlift to 130

lol -.-

around 1 hr 10 mins also, "70 pushups" *dies*

\\$Define $f:\mathbb{R}\to \mathbb{R},f(x)=\frac{\sin 3x}{x^2+4}\\$Prove that $\lim_{x\to \infty }f(x)=0 $ using the formal definition of a limit.$\\\\\\$Suppose $\epsilon >0 $ and $x>0,\\|f(x)-L|=\left|\frac{\sin 3x}{x^2+4}\right|\leq \left|\frac{3}{x^2+4}\right|<\frac{3}{x^2}<\epsilon...

\\ax^3+bx+c=0\\$Let $x=p+q\\\left[a(p^3+q^3) \right ]+[3pqa](p+q)=[-c]+[-b](p+q)\\$Equating terms and rearranging, $\\ p^3+q^3=-\frac{c}{a} $ and $p^3q^3=-\frac{b^3}{27a^3}\\p^3 $ and $q^3 $ are solutions to the quadratic equation $\omega ^2+\frac{c}{a}\omega-\frac{b^3}{27a^3}=0\\$Finding $p^3 $...