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Nah I don't.

Hey guys, I just received my first economics assignment, and I'm in need of a good asian economy (besides Japan) to study. Any suggestions? The Question is: Discuss the economic characteristics of the selected Asian economy and compare and contrast it to the Australian economy The following...

Show that the roots of the equation 4(m+1)x^2 -4(m-1)x -3 = 0, (m =/= -1) are real for all real m. Thanks in advance.

A piece of wire 7 metres long is cut into two parts, one is used to form a square, and the other to form a rectangle whose length is three times its width. Find the lengths of the two parts if the sum of the areas is a minimum. Thanks for helping in advanced :]

For what values of m is the line y = mx a tangent to the circle (x-4)^2 + y^2 = 4. Thank you in advance, and much appreciated :]

Thanks :]

Yeah, I need help with another question... f(x) = 2x-1 and g(x) = (x+1)/2 i) For what values of x is g(x) = f(x^2)? ii) Prove f[g(x)] = x I've done the first question as well as proved the second question, however for the last question, the working out seemed too simple and generally...

Hmm, my tutor told us it was called Piece meal functions, but that's not the point. Thank you! Much appreciated :D

The function f(x) is defined by: -x+2 if x >= 1 f(x) = x^2 if -1 =<x<1 x+2 if x<-1 i) Sketch the curve y=f(x) ii) Find the value(s) of x so that: f(x)= x/2 I've already sketched the curve, I just need help with the second question. Thanks :)

Impressive credentials, Nooblet.

I've heard this too.

Solve the equation, for a) 2cos(2x) - 1 < 0 Please and Thank you very much!

Thanks, so far I've gotten , which when plugged into the calculator is also sqrt(2)-1, I just need help simplifying that please.

a) Prove that provided that b) Hence find the exact value of ANSWER: I've already answered the first question, I just need help with the second one... Please and thank you :]

Hello all, The question is to, Simplify: <img src="http://latex.codecogs.com/gif.latex?\frac{2^{m-3}}{15^{-m-1}} \times \frac{6^{2-m}}{5^{m+1}}" title="\frac{2^{m-3}}{15^{-m-1}} \times \frac{6^{2-m}}{5^{m+1}}" /> Thank you, help is much appreciated :)