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Will there be photos? :)

iPad seems to have taken off. :P

Yeah, I do similar. I do English Standard, 2U Maths, Business, Economics, SDD and Engineering. Yeah sure, however Skype would be easier. Inbox me that.

I work at McDonalds, but not in Sydney. It's alright but there are a few factors and they include, shift hours, management team and preferred workplace (front/back). I work out the back, the work is a little tedious, and very repetitive but can be enjoyable when there is good managers on shift...

Yeah, I have to do a business report and create my own business over the holidays. I don't expect to go to well, not sure what sort of business to do. :( Yeah I'll most probably continue doing Business. What other subjects did you do?

Pretty good, but over English and Business is a little tedious. Overall, I'm going OK.

Finally, a reply. :) I'll follow that basic structure determine. I've started my plan for introduction, I've set some notes about the Australian labour force, how it's defined and who is included in it. Next I'll move onto casualisation of work and labour skills shortage. The marking rubric...

I have an essay task tomorrow on the following question: "Analyse recent trends in the Australian labour market including the casualization of work, the growth on part time employment and skills shortages. To what extent are new production strategies such as outsourcing and offshoring changing...

Well, I got my results back for the topic test on most of the stuff I required help with and I got 26/48. It's not exactly what I was hoping to achieve, but it's a pass so that's ok. One guy got 100% :(

Thanks for that guys, going to take a look into it now and try and getting something organised. :)

I was just wondering if I could get some help putting together a study and homework timetable so I can organise when and what to study and for how long etc. Any help appreciated. Thanks :)

Japan is an amazing place, I went this April. :) I'm not in the same situation, but I would go!

I need to find the gradients of 2 lines, and then multiply to get -1 to prove it's a right-angle triangle, correct? So, that's a quick diagram, now the gradient from AB is -3 and 2/3, BC is -4/7 and AC is 1 and 3/4. If you multiply AC and BC, you result in -1. Is this right?

If I need to find (based on 3 equations) that the vertices form a right-angle, do I need to solve them simultaneously to get 3 points, and find it the gradient from one to the other is perpendicular?

Alright CarrotSticks, I got that sorted. I'm powering through this maths! Might have a few upcoming questions for this last exercise :)

If I have 4 equations, do I simultaneously solve 2 and then sub the meeting point into the other 2?

How do I prove that 3 lines are concurrent? x-5y-17=0, 3x-2y-12=0 and 5x+y-7=0.

It's all good, at least I'm getting somewhere. :)

Yeah, and? Might be easy for you, but not so much me. I'm trying to get better.

Thanks CarrotSticks and qwerty44, I got that question. :) Now for the next one. Stay tuned ;) My apologies, it should be -1/2.