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So I have noticed a severe lack of tutors in the Sutherland Shire region during the previous 2 years. So, I am offering a cheap tutoring service at $20/hr for 2U, 3U and 4U Maths for years 11 and 12 as well as any stage Mathematics in Year 10, for anyone living in the region. If interested...

Does anyone know of a sound resource for the contributions, discoveries, theories and implications of all the Physicists relevant to the Quanta to Quarks option topic? Better yet has anyone already compiled or have possession of a summary of this information?

[ex 8.9 Terry Lee] How many words are possible using four letters which are selected from the letters of the word "SYLLABUS"? OK so this isn't so hard a question, but instead of looking in the book and following a similar procedure, does anyone know a simplified method to answer this question?

Does anyone have the solutions for the 2011 SBHS MX1 trial??

How many notions/ideals/values/themes (whatever the fuck you want to call it) should one present in an adequately dense Module B essay?

Why is the binomial theorem formula different to the binomial probability distribution formula: In both cases suppose: (x+y)^{n} Binomial Theorem: ^{n}C_k (x)^{n-k}(y)^{k} Binomial Probability Distribution: ^{n}C_k (x)^{k}(y)^{n-k}

I need some names of Australian female scientists (current) doing anything with superconductors. I found a lot of male scientists within the ISEM but tbh i cant tell gender for asian names (and some russian ones, like how does Alexey not sound like a girls name?). Any help????

So my Chemistry assignment is due tomorrow, and its all done and good, but i just realised that one of the task requirements is quote 'Each part is to be in a clearly, labelled manila folder' endquote. Firstly, what the hell is a manila folder (i have googled and don't see how this is better...

For n\geqslant 0, Let: I_{n}=\int_{0}^{\pi/4}tan^2^n\theta \; d\theta For n\geqslant 1 Show that: I_n=\frac{1}{2n-1}-I_n_-_1 Could someone please show me how to show this...been trying for a while but can't seem to squeeze it out.

Q. The Polynomial equation P(x) = 0 has a double root at x = a. By writing: P(x)=(x-a)^2.Q(x) Where Q(x) is a polynomial Show that P'(a) = 0 I was just wondering since P(x) has only a double root at x = a......Doesn't that mean that the polynomial Q(x) does NOT have a root at x =...

Just curious..... School Rank: 184 English 76% (Rank 32/151) Physics 94% (Rank 2/22) Chemistry 91% (Rank 2/25) MX1 87% (Rank 8/25) MX2 90% (Rank 1/9)

This is a question i found in my half yearly 4u exam, just wanted to see how people go about answering it. For the equation: <a href="http://www.codecogs.com/eqnedit.php?latex=e^x@plus;e^y=5" target="_blank"><img src="http://latex.codecogs.com/gif.latex?e^x+e^y=5" title="e^x+e^y=5" /></a> i)...